ABHYAS | Self Learning | Testing Platform

Q.1

In the following figure, which sides of the parallelogram AQCB are equal?

A.

AQ = BC

B.

AD = BC

C.

AB = QC

D.

Both A and C

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Q.2

In the following figure, ABCD is a parallelogram. The diagonal AC bisects $angle A$ and BD bisects $angle D$ then AC and BD must bisects which angles?

A.

$angle B,angle C$

B.

$angle B$

C.

$angle C,angle B$

D.

$angle C$

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Q.3

In the following figure, ABCD is a parallelogram. The diagonal AC divides this parallelogram into which congruent triangles?

A.

$bigtriangleup BCD;andbigtriangleup ABD$

B.

$bigtriangleup ABC;andbigtriangleup ADC$

C.

$bigtriangleup AOB;and;AOD$

D.

$bigtriangleup BOC;andbigtriangleup COD$

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Q.4

In the following figure, which of the angles will be equal if PQRS is a parallelogram?

A.

$angle Q=angle S$ , $angle P=angle B$

B.

$angle P=angle R$ , $angle Q=angle S$

C.

$angle P=angle R$ , $angle Q=angle A$

D.

none of these

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Q.5

In the following figure, ABCD is a parallelogram. The diagonal BD divides this parallelogram into which congruent triangles?

A.

$bigtriangleup ABC;andbigtriangleup ADC$

B.

$bigtriangleup BCD;andbigtriangleup ABD$

C.

$bigtriangleup BOC;andbigtriangleup COD$

D.

$bigtriangleup AOB;and;AOD$

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Q.6

In the following figure, identify equal sides.

A.

AD = BC

B.

AB = DC

C.

Both A and B

D.

CD = BC

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Q.7

Identify the polygon

A.

Rectangle

B.

Kite

C.

Rhombus

D.

Square

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Q.8

In the following figure, ABDC, ABFE are parallelograms. Which of the following is true about the angles of this parallelogram?

A.

$angle A=angle F$ , $angle B=angle E$

B.

$angle B=angle C$ , $angle A=angle D$

C.

$angle C=angle A$ , $angle B=angle F$

D.

Both A and B

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Q.9

In the following figure, Diagonal AC divides the inner parallelogram into which two congruent triangles?

A.

$bigtriangleup AQO;and;bigtriangleup AOP$

B.

$bigtriangleup QOC;and;bigtriangleup OPC$

C.

$bigtriangleup AQC;and;bigtriangleup APC$

D.

$bigtriangleup ABO;and;bigtriangleup AOD$

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Q.10

In the following figure, The diagonal of parallelogram divides parallelogram into which congruent triangles?

A.

$bigtriangleup ABL;and;bigtriangleup ALC$

B.

$bigtriangleup ABC;and;bigtriangleup ACD$

C.

$bigtriangleup ABL;and;bigtriangleup ACD$

D.

Both A and B

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Attention !!!!!