find out the perpendicular apex length of a length of a triangle where base of 6.5 cm and the area is 26 cm 2
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Step-by-step explanation:
Given :
Base of triangle = 6.5 cm
Area of triangle = 26 cm²
☆ To find :
The perpendicular length or we can say that the height of the triangle.
☆ Solution :
As we know that,
★ Area of triangle∆ = base × height /2 ★
Let's assume the Height or perpendicular length of the triangle as h.
A/Q
⇒ 26 = 6.5 × h /2
⇒ 26 × 2 = 6.5h
⇒ 52 = 6.5 h
⇒ 52/6.5 = h
⇒ h = 8
Therefore,
The perpendicular height of the triangle is 8 cm.
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