Find the altitude of the triangle if its area is 25 ares and base is 2

1.	Find the altitude of the triangle if its area is 25 ares and base is 20 m.
Answer» Area of triangle = 25 ares We know that 1 are = 100 sq m So, 25 ares = 25100 = 2500 sq m So, the area of the given triangle is 2500 sq m Base = 20 m Area of triangle = 1/2BaseHeight ⇒ 2500 = 1/220H ⇒ 2500 = 10H ⇒ H = 2500/10 ⇒ H = 250 So, the height or altitude of the given triangle is 250 m Thank you Area of triangle = 1/2 Base (b) * Altitude (h) Both height and altitude are same in the case of triangle. 1 acre = 4046.85 metre sq.25 acres = 25 * 4046.85 = 10117.25 metre sq. 10117.25 = 1/2 * 20 * h 10117.25 = 10 *hh = 10117.25/10 = 1011.725metres Therefore the altitude of the triangle is 1011.725 metres.

Find the altitude of the triangle if its area is 25 ares and base is 20 m.

Answer»

Area of triangle = 25 ares

We know that 1 are = 100 sq m

So, 25 ares = 25*100

= 2500 sq m

So, the area of the given triangle is 2500 sq m

Base = 20 m

Area of triangle = 1/2*Base*Height

⇒ 2500 = 1/2*20*H

⇒ 2500 = 10H

⇒ H = 2500/10

⇒ H = 250

So, the height or altitude of the given triangle is 250 m

Thank you

Area of triangle = 1/2 * Base (b) * Altitude (h) Both height and altitude are same in the case of triangle.

1 acre = 4046.85 metre sq.25 acres = 25 * 4046.85 = 10117.25 metre sq.

10117.25 = 1/2 * 20 * h 10117.25 = 10 *hh = 10117.25/10 = 1011.725metres

Therefore the altitude of the triangle is 1011.725 metres.