Question

AD is the median for the triangle ABC if the area of ADC is 15 square cm find the area of triangle ADB.

Answer 1

Answer:

$\red {Area \:of \:\triangle ABC }\green {=30 \: square \:cm}$

Step-by-step explanation:

Given:

In ∆ABC , AD is the median .

If Area of the ∆ABC = 15 square cm.

$Area \:of \:\triangle ABC = 2\times (Area \: of \: \triangle ADC)$

$( AD \: is \: a \: median \: of \:\triangle ABC )$

$= 2\times 15 \: square \:cm$

$= 30 \: square \:cm$

Therefore.,

$\red {Area \:of \:\triangle ABC }\green {=30 \: square \:cm}$

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