Suppose the angle $\theta$ is formed by two sides of length 10 in an isosceles triangle. Find an expression for the area $A(\theta)$ of the triangle. Then find the value(s) of $\theta$ so that the triangle's area is 37 .

Question

Suppose the angle $\theta$ is formed by two sides of length 10 in an isosceles triangle. Find an expression for the area $A(\theta)$ of the triangle. Then find the value(s) of  $\theta$ so that the triangle's area is 37 .

Quizplus · Accepted Answer

The Answer of Suppose the angle $\theta$ is formed by two sides of length 10 in an isosceles triangle. Find an expression for the area $A(\theta)$ of the triangle. Then find the value(s) of  $\theta$ so that the triangle's area is 37 .

Suppose the Angle θ\thetaθ Is Formed by Two Sides of Length 10 in an Length

Suppose the Angle $\theta$ Is Formed by Two Sides of Length 10 in an Length