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The area of a triangle is represented by the expression (x2+92x+2) square units. If the length of the base is represented by the expression (x+4) units, which expression represents the height of the triangle?
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The area of a triangle is represented by the expression (x2+92x+2) square units. If the length of the base is represented by the expression (x+4) units, which expression represents the height of the triangle?

User Grimner
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A_(\triangle) = (1)/(2)\cdot b \cdot h => h = (2A_(\triangle))/(b) = (2(x^2+92x+2))/(x+4) = 2x + 176 - (700)/(x+4)

User Annath
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