Math, asked by stuti9928, 11 months ago


Find the area of a rhombus whose side is 6.5 cm and altitude is 5 cm. If one of its
diagonal is 13 cm long, find the length of other diagonal.

Answers

Answered by yashyy
4

Answer:

Area of rhombus 1/2 base heig

Attachments:
Answered by BlessedMess
11

Since,a rhombus is also a kind of a parallelogram.

Formula of area of rhombus =Base×Altitude

Putting values, we have

Area of rhombus =6.5×5=32.5

Since, Area of rhombus is 32.5 cm².

Also,formula for area of rhombus =\frac{1}{2}×d_1d_2

Given,Length of one diagonal =d_1=13

Let length of other diagonal =d_2

After substituting the values, we get

32.5=\frac{1}{2}×13×d_2

32.5=6.5×d_2

6.5×d_2=32.5

d_2=\frac{32.5}{6.5}

d_2=5

Hence, length of other diagonal is 5 cm.

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