The area of the given quadrilateral is equal to 1-2- d- h1 - h2

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Area of a General Quadrilateral

The area of t...

Question

The area of the given quadrilateral is equal to
$\frac{1}{2} \times d \times (h_{1} + h_{2})$

True

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False

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Solution

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Similar questions

What will be the area A of the quadrilateral in each case with their diagonal $d c m$ & the sum of their heights $(h_{1} + h_{2}) c m$ .

i) $d = 20, (h_{1} + h_{2}) = 10$

ii) $d = 15, (h_{1} + h_{2}) = 20$

iii) $d = 20, (h_{1} + h_{2}) = 25$

iv) $d = 40, (h_{1} + h_{2}) = 30$

Question 38

If the diagonal d of a quadrilateral is doubled and the heights $h_{1}$ and $h_{2}$ falling on d are halved, then the area of quadrilateral is ___.

h_{1}

h_{2}

10

h_{1} = 5

h_{2}

7

A

H

a

H_{1}

H_{2}

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