Math, asked by hariharan108, 10 months ago

pls explain the solution ​

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Answered by rincy2722
1

Here they directly gave the digits after calculation. So, the formula used here us

 \sqrt{s (s - a )(s - b)(s - c)}

where s is the semi-peimeter of the triangle and a, b and c are sides of the same triangle.

In ΔABD, a=24, b=13, c=13

s=24+13+13/2

=25

area of ΔABD=

 \sqrt[]{25(25 - 24)(25 - 13)(25 - 13)}

=25×1×12×12

Similar explanation is also for the ΔBCD.

drop your doubts in the comments!

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