How to find altitude of a triangle if area is 2x×x+4x and base is x+2
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Answer:
Given,
Area of a triangle =2x×x+4x
And, base of a triangle= x+2
Let the altitude of a triangle be z
Now,
we have to find altitude of the triangle
By using formul: 1/2 × base ×altitude = Area of the triangle
According to the question
1/2 × x+2 ×x = 2x×x +4x
(x+2)x /2 =2x ×x+4x
x = (2x×x+4x/x+2) 2 ( by cross multiplication)
x = (2x +2)2
x = 4x +4
Hence,
Altitude of the triangle is 4x+4
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