Math, asked by arifpathan007013, 10 months ago

Find the area of rhombus whose side is 5cm and whose altitude is 4.8cm.if one of its diagonal is 8cm long,find the length of other diagonal​

Answers

Answered by guddupatelguddu
1

Answer:

as we know that rhombus is a ||gm Area of ||gm b*h

=> 5 * 4.8

=>24cmsquare

Answered by BlessedMess
0

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

Formula of area of rhombus =Base×Altitude

Putting values, we have

Area of rhombus =5×4.8=24

Since, Area of rhombus is 24 cm².

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

Given,Length of one diagonal =d_1=8

Let length of other diagonal =d_2

After substituting the values, we get

24=\frac{1}{2}×8×d_2

24=4×d_2

4×d_2=24

d_2=\frac{24}{4}

d_2=6

Hence, length of other diagonal is 6 cm.

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