Solve for y. Do not put any spaces in your y=mx+b answer. 3y=2+9 *
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We know that the base of the triangle is 5 yards more than the height of the triangle
Let base of the triangle be 'b' and height of the triangle be 'h'
⇒ b = h + 5
Also, we have been given that the area of the triangle is 187 square yards
We have to determine the length of the base and height of the triangle.
⇒ = 187
⇒ \frac{1}{2} * (h+5) * (h)[/tex] = 187
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⇒ h = 17 or h = -22
Since height can't be negative, so h = 17 yards
⇒ b = h + 5 = 17+5 = 22 yards
Hence, height of the triangle is 17 yards and the base is 22 yards.