Question

Calculate the percentage increase in the area of an equilateral
triangle if the sides are increased by 10%.​

Answer 1

Answer:

$hello \: mate$

Step-by-step explanation:

Let the initial side be a units

Area =34a2sq. units

Now, side is tripled,

new side, a′=3a

New area =34(3a)2

                =9×34a2

                =9×(initial area)

Increase in area =9×(initialarea)−(initialarea)=8×(initialarea)

% increase = (increase/initial area)×100

                  =[8 ×(initial area)/(initial area)]×100 

                  =800 %

❥HOPE IT HELPS ._.

Answer 2

Step-by-step explanation:

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