Math, asked by Mrityunjaymaurya, 1 year ago

solve this one solve this problem solve the problem

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Answered by Tomboyish44
5

Ello There!

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\mathsf{ANSWER}

Given

DE ⊥ AB

DF ⊥ BC

AB = 30cm

DF = 12cm

DE = 8cm

To find

Length of BC

Solution

We know that to find the area of a parallelogram, we use the formula

Area of a Paralellogram = Base × Height

Now, taking the paralleograms area with base AB and height DE.

ar(ABCD) = bh

ar(ABCD) = AB × DE

ar(ABCD) = 30 × 8

ar(ABCD) = 240cm² → 1

Now, we can also see that there is another pair of base and height. By using their values, we will try to find out BC

We already know that the area of ABCD is 240cm² so we substitute it in this formula

Here, BC is the base and DF is the height

ar(ABCD) = bh

ar(ABCD) = BC × DF

240 = BC × 12

\frac{240}{12} = BC

20 = BC

∴ BC = 20cm

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