Geometry

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The angles of a triangle are in the ratio of 3:4:5 . The angles of the triangles are

the-angles-of-a-triangle-are-in-the-ratio-of-3-4-5-the-angles-of-the-triangles-are

The angles of a triangle are 2x, 3x, and 4x. Find the value of x

the-angles-of-a-triangle-are-2x-3x-and-4x-find-the-value-of-x

The angles of a triangle are x+7 , 2x - 1 and 3x + 6. Find the measure of each angle of the triangle.

the-angles-of-a-triangle-are-x-7-2x-1-and-3x-6-find-the-measure-of-each-angle-of-the-triangle

In triangle ABC, 6∠A = 4∠B = 12∠C. Find each angle of the triangle

in-triangle-abc-6-a-4-b-12-c-find-each-angle-of-the-triangle

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In the given figure find the ∠DBC

in-the-given-figure-find-the-dbc

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In Δ ABC, side AC has been produced to D. , if ∠BCD=1400 and ∠A:∠B=2:3 find the measure of ∠A and ∠B

in-d-abc-side-ac-has-been-produced-to-d-if-bcd-1400-and-a-b-2-3-find-the-measure-of-a-and-b

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Using the information given in the adjoining figure, find the value of y

using-the-information-given-in-the-adjoining-figure-find-the-value-of-y

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In the figure given below, find the value of ∠ x ?

in-the-figure-given-below-find-the-value-of-x

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If all the three altitudes of a triangle are equal, then what kind of a triangle is it :

if-all-the-three-altitudes-of-a-triangle-are-equal-then-what-kind-of-a-triangle-is-it

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In an obtuse-angled-triangle: the sum of square of the two sides making the obtuse angle should be: Lesser then the square of the third side. It isw self explanatory.

in-an-obtuse-angled-triangle-the-sum-of-square-of-the-two-sides-making-the-obtuse-angle-should-be-lesser-then-the-square-of-the-third-side-it-isw-self-explanatory

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In a right angled-triangle with sides a,b and hypotenuse c,and the altitude drawn on the hypotenuse is h, then

in-a-right-angled-triangle-with-sides-a-b-and-hypotenuse-c-and-the-altitude-drawn-on-the-hypotenuse-is-h-then

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The sum of the exterior angles of a triangle is k right angles, Then k is

the-sum-of-the-exterior-angles-of-a-triangle-is-k-right-angles-then-k-is

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If the ratio of the angles of a triangle are 3:4:5 then its angles are :

if-the-ratio-of-the-angles-of-a-triangle-are-3-4-5-then-its-angles-are

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The sides of a triangle are in the ratio of 4:6:7, then the triangle is →

the-sides-of-a-triangle-are-in-the-ratio-of-4-6-7-then-the-triangle-is

The perimeter of a triangle is :

the-perimeter-of-a-triangle-is

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If O is the orthocenter of ΔABC, Then

if-o-is-the-orthocenter-of-dabc-then

The three sides of a triangle are 6cm, 12cm and 13cm then,

the-three-sides-of-a-triangle-are-6cm-12cm-and-13cm-then

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A triangle can have :

a-triangle-can-have

If the sides of a triangle are in the ratio 5:4:3,then the respective altitude on them will be in the ratio

if-the-sides-of-a-triangle-are-in-the-ratio-5-4-3-then-the-respective-altitude-on-them-will-be-in-the-ratio

The interior of a triangle is

the-interior-of-a-triangle-is

In any triangle, the centroid divides the medians in the ratio of

in-any-triangle-the-centroid-divides-the-medians-in-the-ratio-of

The triangle PQR has PQ =5cm, PR =8cm and QR =9cm, then ΔPQR is :

the-triangle-pqr-has-pq-5cm-pr-8cm-and-qr-9cm-then-dpqr-is

The perimeter of a triangle is equal to k times to the sum of its altitudes, then k is -

the-perimeter-of-a-triangle-is-equal-to-k-times-to-the-sum-of-its-altitudes-then-k-is

The sides of a triangle are in the ratio of 2:6:7, then triangle is

the-sides-of-a-triangle-are-in-the-ratio-of-2-6-7-then-triangle-is

Four triangle formed by joining the mid-points of three side of a triangle are

four-triangle-formed-by-joining-the-mid-points-of-three-side-of-a-triangle-are

The number of triangles possible with any of the three length 1,4,6 and 8 cm is

the-number-of-triangles-possible-with-any-of-the-three-length-1-4-6-and-8-cm-is

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O is a fixed point in a plane and a point M moves in the same plane such that OM = 15 c.m. Can a chord of length 28c.m. can be drawn in this circle?

o-is-a-fixed-point-in-a-plane-and-a-point-m-moves-in-the-same-plane-such-that-om-15-c-m-can-a-chord-of-length-28c-m-can-be-drawn-in-this-circle

O is a fixed point in the circle i.e. centre of circle. The radius of the circle is 5 c.m. If OA is 5.8 c.m. then the position of point A is

o-is-a-fixed-point-in-the-circle-i-e-centre-of-circle-the-radius-of-the-circle-is-5-c-m-if-oa-is-5-8-c-m-then-the-position-of-point-a-is

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since-o-is-the-centre-of-a-circle-hence-ac-is-a-diameter-and-abc-is-an-angle-in-semicircle-hence-abc-90o-thus-bca-180-90-25-65o

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In a circle of radius 5 c.m a chord of length 6 c.m. is drawn.How far is the centre of the circle from the chord ?

in-a-circle-of-radius-5-c-m-a-chord-of-length-6-c-m-is-drawn-how-far-is-the-centre-of-the-circle-from-the-chord

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The maximum number of common tangents drawn to two intersecting circles is

the-maximum-number-of-common-tangents-drawn-to-two-intersecting-circles-is

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ABCD is a cyclic quadrilateral. The tangents A and C meet at P. If ∠APC =50°, then the value of∠ADC is

abcd-is-a-cyclic-quadrilateral-the-tangents-a-and-c-meet-at-p-if-apc-50°-then-the-value-of-adc-is

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If two circle touch each other internally then the distance between their centres is equal to

if-two-circle-touch-each-other-internally-then-the-distance-between-their-centres-is-equal-to

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ABCD is a cyclic trapezium and AB||CD. If AB be the diameter of the circle and ∠CAB= 30°, then the value of ∠ADC is

abcd-is-a-cyclic-trapezium-and-ab-cd-if-ab-be-the-diameter-of-the-circle-and-cab-30°-then-the-value-of-adc-is

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A circle is divided into 12 equal parts., the number of degrees in each arc is

a-circle-is-divided-into-12-equal-parts-the-number-of-degrees-in-each-arc-is

The number of tangents that can be drawn to a circle at a given point on it is

the-number-of-tangents-that-can-be-drawn-to-a-circle-at-a-given-point-on-it-is

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If two circle touches each other externally, then the number of common tangents to the circle is

if-two-circle-touches-each-other-externally-then-the-number-of-common-tangents-to-the-circle-is

The diagonals of a rhombus bisect each other at

the-diagonals-of-a-rhombus-bisect-each-other-at

Sum of the adjacent angles of a parallelogram is equal to

sum-of-the-adjacent-angles-of-a-parallelogram-is-equal-to

Angle in a semicircle is always

angle-in-a-semicircle-is-always

The minimum number of dimensions needed to construct a rectangle is

the-minimum-number-of-dimensions-needed-to-construct-a-rectangle-is

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If one angle of a triangle is equal to the sum of the other two, the triangle is

if-one-angle-of-a-triangle-is-equal-to-the-sum-of-the-other-two-the-triangle-is

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There are two concentric circles of radii 13 c.m and 12 c.m. Then the length of the chord of the outer circle which touches the inner circle is

there-are-two-concentric-circles-of-radii-13-c-m-and-12-c-m-then-the-length-of-the-chord-of-the-outer-circle-which-touches-the-inner-circle-is

Any cyclic parallelogram is a

any-cyclic-parallelogram-is-a

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If K circle are possible through thre non- collinear points, then K is equal to

if-k-circle-are-possible-through-thre-non-collinear-points-then-k-is-equal-to

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The angle in a segment greater than a semicircle is

the-angle-in-a-segment-greater-than-a-semicircle-is

Through three collinear points, the number of circles that can be drawn passing through all the points is/are

through-three-collinear-points-the-number-of-circles-that-can-be-drawn-passing-through-all-the-points-is-are

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Opposite angles of cyclic quadrilateral are:

opposite-angles-of-cyclic-quadrilateral-are

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A circle is entirely in another circle. It is possible to draw

a-circle-is-entirely-in-another-circle-it-is-possible-to-draw

The line segment joining any two points on a circle is called

the-line-segment-joining-any-two-points-on-a-circle-is-called

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A pair of opposite sides of a cyclic quadrilateral are equal. Which one is true?

a-pair-of-opposite-sides-of-a-cyclic-quadrilateral-are-equal-which-one-is-true

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A tangent is drawn to a circle from a point 2.6 c.m apart from its centre. The length of the tangent is 2.4 c.m, then the diameter of the circle is

a-tangent-is-drawn-to-a-circle-from-a-point-2-6-c-m-apart-from-its-centre-the-length-of-the-tangent-is-2-4-c-m-then-the-diameter-of-the-circle-is

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The angle of a point is ?

the-angle-of-a-point-is

The least number of non-collinear points required to determine a plane is

the-least-number-of-non-collinear-points-required-to-determine-a-plane-is

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How many degrees are there in an angle which equals to one third of its supplement?

how-many-degrees-are-there-in-an-angle-which-equals-to-one-third-of-its-supplement

The angle which is twice of its supplement is

the-angle-which-is-twice-of-its-supplement-is

The angle which exceeds its complement by 10° is

the-angle-which-exceeds-its-complement-by-10°-is

A and B are complementary angles. given that ∠A is equal to one fifth of ∠B. calculate the value of ∠B in degree?

a-and-b-are-complementary-angles-given-that-a-is-equal-to-one-fifth-of-b-calculate-the-value-of-b-in-degree

Two supplementary angles are in the ratio of 4:5, find the angles?

two-supplementary-angles-are-in-the-ratio-of-4-5-find-the-angles

The complementary angles are in the ratio of 4:5, find the angle?

the-complementary-angles-are-in-the-ratio-of-4-5-find-the-angle

The complementary angles are in the ratio of 4:5, find the angle?

The complementary angles are in the ratio of 4:5, find the angle?

The angle that is three times as large as its complement is

the-angle-that-is-three-times-as-large-as-its-complement-is

The angle that is twice of its supplement is

the-angle-that-is-twice-of-its-supplement-is

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A quadrilateral having exactly one pair of parallel sides is called a :

a-quadrilateral-having-exactly-one-pair-of-parallel-sides-is-called-a

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In the quadrilateral PQRS, the diagonals PR and SQ are equal and perpendicular to each other, then PQRS is a

in-the-quadrilateral-pqrs-the-diagonals-pr-and-sq-are-equal-and-perpendicular-to-each-other-then-pqrs-is-a

If AC and BC are two perpendicular diameter of a circle, then ABCD is a

if-ac-and-bc-are-two-perpendicular-diameter-of-a-circle-then-abcd-is-a

ABCD is a square. PQRS are the mid points of the four sides. Then the figure PQRS is

abcd-is-a-square-pqrs-are-the-mid-points-of-the-four-sides-then-the-figure-pqrs-is

If the quadrilateral has two pair adjacent-sides equal and the other two opposite unequal sides , then it is called

if-the-quadrilateral-has-two-pair-adjacent-sides-equal-and-the-other-two-opposite-unequal-sides-then-it-is-called

Which of the following is correct statement ?

which-of-the-following-is-correct-statement

If in a quadrilateral, one of the angle measures more then 180° , then it is knows as :

if-in-a-quadrilateral-one-of-the-angle-measures-more-then-180-then-it-is-knows-as

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Find the number of sides of a regular polygon whose each exterior has measure 72°

find-the-number-of-sides-of-a-regular-polygon-whose-each-exterior-has-measure-72°

How many sides does a regular polygon will have, if the measure of an exterior angle is 30°

how-many-sides-does-a-regular-polygon-will-have-if-the-measure-of-an-exterior-angle-is-30°

The interior angle of a regular polygon is 108o . Find the number of sides of the poygon ?

the-interior-angle-of-a-regular-polygon-is-108o-find-the-number-of-sides-of-the-poygon

The interior angle of a regular polygon is 120° . Find the number of sides of the polygon?

the-interior-angle-of-a-regular-polygon-is-120°-find-the-number-of-sides-of-the-polygon

Find the measure of each exterior angle of a regular polygon of 9 (nine) sides ?

find-the-measure-of-each-exterior-angle-of-a-regular-polygon-of-9-nine-sides

How many sides does a regular polygon have if the measure of an exterior of an exterior angle is 24°

how-many-sides-does-a-regular-polygon-have-if-the-measure-of-an-exterior-of-an-exterior-angle-is-24°

How many sides does a regular polygon have if each of its interior angle is 165°

how-many-sides-does-a-regular-polygon-have-if-each-of-its-interior-angle-is-165°

Is it possible to have a regular polygon with a measure of each exterior angle as 22°

is-it-possible-to-have-a-regular-polygon-with-a-measure-of-each-exterior-angle-as-22°

Can 22o angle, be an interior angle of a regular polygon?

can-22o-angle-be-an-interior-angle-of-a-regular-polygon

What is the minimum interior angle possible for a regular polygon?

what-is-the-minimum-interior-angle-possible-for-a-regular-polygon

What is the maximum exterior angle possible for a regular polygon

what-is-the-maximum-exterior-angle-possible-for-a-regular-polygon

Two regular polygon are such that the ratio between their number of sides is 1:2 and the ratio of measures of their interior angles is 4:5. Find the number of sides of each polygon?

two-regular-polygon-are-such-that-the-ratio-between-their-number-of-sides-is-1-2-and-the-ratio-of-measures-of-their-interior-angles-is-4-5-find-the-number-of-sides-of-each-polygon

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The exterior angle of a regular polygon is one fourth of its interior angle. How many sides has the polygon?

the-exterior-angle-of-a-regular-polygon-is-one-fourth-of-its-interior-angle-how-many-sides-has-the-polygon

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Is it possible to have a quadrilateral whose angles are of measures 120° ,90° , 95° and 85°

Is it possible to have a quadrilateral whose angles are of measures 120° ,90° , 95° and 85°

If PQRS is a parallelogram, then ∠P - ∠S = ?

if-pqrs-is-a-parallelogram-then-p-s

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In a quadrilateral ABCD, the angles A, B,C and D are in the ratio of 1:2:3:4. Find the measure of ∠C

in-a-quadrilateral-abcd-the-angles-a-b-c-and-d-are-in-the-ratio-of-1-2-3-4-find-the-measure-of-c

The measures of two adjacent angles of a quadrilateral are 125° and 65° . The other two angles are equal. Find the measure of each of the equal angles

The measures of two adjacent angles of a quadrilateral are 125° and 65° . The other two angles are equal. Find the measure of each of the equal angles

One angle of a quadrilateral is 120° and the remaining three angles are equal. find the three equal angles ?

one-angle-of-a-quadrilateral-is-120°-and-the-remaining-three-angles-are-equal-find-the-three-equal-angles

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The diameter of a rectangle is 5 cm and the breadth of the rectangle is 3 c.m. This rectangle is exactly in the circle ,the length of the rectangle is

The diameter of a rectangle is 5 cm and the breadth of the rectangle is 3 c.m. This rectangle is exactly in the circle ,the length of the rectangle is

The diameter of circumcircle of a rectangle is 5 c.m and the breadth of the rectangle is 3 c.m. Its length is

the-diameter-of-circumcircle-of-a-rectangle-is-5-c-m-and-the-breadth-of-the-rectangle-is-3-c-m-its-length-is

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The statement: "Since a rhombus, a rectangle and a square are special types of parallelogram , so all the properties of a parallelogram are true for each of them.'' This statement is"

the-statement-since-a-rhombus-a-rectangle-and-a-square-are-special-types-of-parallelogram-so-all-the-properties-of-a-parallelogram-are-true-for-each-of-them-this-statement-is

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Two adjacent angles of a parallelogram are equal. What is the measure of each?

two-adjacent-angles-of-a-parallelogram-are-equal-what-is-the-measure-of-each

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Two adjacent angles of a parallelogram are 4:5 , find the measurement of all angles?

two-adjacent-angles-of-a-parallelogram-are-4-5-find-the-measurement-of-all-angles

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The ratio of two sides of a parallelogram is 2:3 and its perimeter is 70 cm. Find the sides of the parallelogram

the-ratio-of-two-sides-of-a-parallelogram-is-2-3-and-its-perimeter-is-70-cm-find-the-sides-of-the-parallelogram

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Find m and n ?

find-m-and-n

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ABCD is a rhombus. If ∠ACB=50° , find ∠ADB

abcd-is-a-rhombus-if-acb-50°-find-adb

The diagonals of a rhombus are 12c.m and 16c.m. Find the length of a side of the rhombus ?

the-diagonals-of-a-rhombus-are-12c-m-and-16c-m-find-the-length-of-a-side-of-the-rhombus

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Since adjacent angle of a parallelogram are supplementary. Each angle of a rectangle will not exceed than

since-adjacent-angle-of-a-parallelogram-are-supplementary-each-angle-of-a-rectangle-will-not-exceed-than

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A quadrilateral is called______ if it has two pairs of equal adjacent sides but unequal opposite sides.

a-quadrilateral-is-called-if-it-has-two-pairs-of-equal-adjacent-sides-but-unequal-opposite-sides

The two diagonals are not necessarily equal in a

the-two-diagonals-are-not-necessarily-equal-in-a

The lengths of the diagonals of a rhombus are 16 cm and 12 cm. The length of each side of the rhombus is

the-lengths-of-the-diagonals-of-a-rhombus-are-16-cm-and-12-cm-the-length-of-each-side-of-the-rhombus-is

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A parallelogram which does not have equal diagonal always

a-parallelogram-which-does-not-have-equal-diagonal-always

The perimeter of a parallelogram is 100 c.m. One side exceeds another by 10 c.m. The sides of the parallelogram are

the-perimeter-of-a-parallelogram-is-100-c-m-one-side-exceeds-another-by-10-c-m-the-sides-of-the-parallelogram-are

One of the diagonals of a rhombus is equal to side of the rhombus. The angles of the rhombus are

one-of-the-diagonals-of-a-rhombus-is-equal-to-side-of-the-rhombus-the-angles-of-the-rhombus-are

In a parallelogram if AB = 2m+2, BC = m+4, CD = 3m-3 and AD = 2m-3 and AD = 2m-1 then ratio of AB:BC is

in-a-parallelogram-if-ab-2m-2-bc-m-4-cd-3m-3-and-ad-2m-3-and-ad-2m-1-then-ratio-of-ab-bc-is

If ABCD is an isosceles trapezium, ∠C is equal to

if-abcd-is-an-isosceles-trapezium-c-is-equal-to

The diagonals of a parallelogram ABCD intersect at O. If ∠BOC= 90° and ∠BDC = 30° , the ∠OAB = ?

The diagonals of a parallelogram ABCD intersect at O. If ∠BOC= 90° and ∠BDC = 30° , the ∠OAB = ?

In a parallelogram ABCD ; AB = 5y, BC = y+2, CD = 7x+1, AD= 2x+1, then ratio of AB : BC is

in-a-parallelogram-abcd-ab-5y-bc-y-2-cd-7x-1-ad-2x-1-then-ratio-of-ab-bc-is

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In a trapezium PQRS, PQ is parallel to RS and the diagonals intersect each other at O. In this case, the ratio OS/OQ =

in-a-trapezium-pqrs-pq-is-parallel-to-rs-and-the-diagonals-intersect-each-other-at-o-in-this-case-the-ratio-os-oq

The measurement of the angles of a quadrilateral PQRS are respectively in the ratio 1:2:3:4. What is true with this quadrilateral?

the-measurement-of-the-angles-of-a-quadrilateral-pqrs-are-respectively-in-the-ratio-1-2-3-4-what-is-true-with-this-quadrilateral

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The angles of a quadrilateral are in the ratio of 3:4:5:6. Find its angles

the-angles-of-a-quadrilateral-are-in-the-ratio-of-3-4-5-6-find-its-angles

If one angle of a parallelogram is 80°, find the other three angles of this parallelogram.

if-one-angle-of-a-parallelogram-is-80°-find-the-other-three-angles-of-this-parallelogram

The angles of a quadrilateral are respectively 70° , 90° , 110° . Find the fourth angle ?

The angles of a quadrilateral are respectively 70° , 90° , 110° . Find the fourth angle ?

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The area of a rectangular park is 1452 m2. The length and breadth of park are in the ratio 4 : 3. Find the perimeter of the park?

the-area-of-a-rectangular-park-is-1452-m2-the-length-and-breadth-of-park-are-in-the-ratio-4-3-find-the-perimeter-of-the-park

The length of a rectangle is 12m and its diagonal is 15m. Find the perimeter of rectangle?

the-length-of-a-rectangle-is-12m-and-its-diagonal-is-15m-find-the-perimeter-of-rectangle

The perimeter of a square is numerically equal to its area. Find its area?

the-perimeter-of-a-square-is-numerically-equal-to-its-area-find-its-area

The sides of an equilateral triangle are (2x-y) c.m, (x+3y) c.m and (2x-2y+2) c.m, then the perimeter of the triangle is

the-sides-of-an-equilateral-triangle-are-2x-y-c-m-x-3y-c-m-and-2x-2y-2-c-m-then-the-perimeter-of-the-triangle-is

Find the area of an equilateral triangle of side 12 m ?

find-the-area-of-an-equilateral-triangle-of-side-12-m

The angles of a triangle are in ascending order as p, q and r and q - p = r - q = 10° then the smallest angle is

the-angles-of-a-triangle-are-in-ascending-order-as-p-q-and-r-and-q-p-r-q-100-then-the-smallest-angle-is

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ABCD is a cyclic quadrilateral. The tangents A and C meet at P. If ∠APC =50°, then the value of∠ADC is

abcd-is-a-cyclic-quadrilateral-the-tangents-a-and-c-meet-at-p-if-apc-50-then-the-value-of-adc-is

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The statement: "Since a rhombus, a rectangle and a square are special types of parallelogram , so all the properties of a parallelogram are true for each of them.'' This statement is".

the-statement-since-a-rhombus-a-rectangle-and-a-square-are-special-types-of-parallelogram-so-all-the-properties-of-a-parallelogram-are-true-for-each-of-them-this-statement-is

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