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CBSE Questions for Class 9 Maths Areas Of Parallelograms And Triangles Quiz 3 - MCQExams.com
CBSE
Class 9 Maths
Areas Of Parallelograms And Triangles
Quiz 3
On the basis of given figure, can we say that the triangles $$PQR$$and $$PRS$$ are equal in area?
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Yes
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No
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Can't say anything
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None of these
Is area of ||gm CDEF equal to ||gm CDAB ?
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Yes
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No
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Can't say anything
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None of these
Area of any two parallelograms is equal if they have common base and both are between same ______
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parallels
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base
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lengths
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none of these
In the figure, area of
$$ABC = 27 \:cm^2 \:and \:EF\parallel BC$$. Find the area of parallelogram ABCF
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$$12 \:cm^2$$
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$$60 \:cm^2$$
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$$54\:cm^2$$
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$$36\:cm^2$$
For figures on same base and same parallels, the bases have to be in common.
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True
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False
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Only in exceptional cases
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None of these
In the given figure, if area of the parallelogram $$ABCD$$ is $$30 \ cm^2$$ and area of $$\triangle AEB$$ is $$15 cm^2$$, then $$ar (\triangle ADE) + ar(\triangle BCE)$$ is equal to:
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$$20 \ cm^2$$
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$$30 \ cm^2$$
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$$15 \ cm^2$$
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$$25 \ cm^2$$
ABCD is a parallelogram, p is any point on CD. If $$ar\left( {DPA} \right) = 15\,\,c{m^2}$$ and $$ar\left( {APC} \right) = 20\,\,c{m^2}$$ then $$ar\left( {APB} \right) = $$
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$$15\,\,c{m^2}$$
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$$20\,\,c{m^2}$$
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$$35\,\,c{m^2}$$
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$$30\,\,c{m^2}$$
If $$ABCD$$ is a trapezium in which $$AB$$ is parallel to $$DC$$. Diagonals $$AC$$ and $$BD$$ intersect each other at $$O$$, then find the triangle which is equal to the $$\triangle BOC$$ in terms of area.
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$$\triangle ABC$$
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$$\triangle ADC$$
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$$\triangle BCD$$
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$$\triangle AOD$$
The $$\triangle ABC$$ and $$\triangle EBC$$ both have common base $$BC$$, then the area of $$\triangle ABC$$ is _____ the area of $$\triangle EBD$$.
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equal to
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not equal to
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thrice
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none of these
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