In the figure below, ac is tangent to circle b. ba is a radius of circle b and a is a point of tangency. if ab is equal

In the figure below, ac is tangent to circle b. ba is a radius of circle b and a is a point of tangency. if ab is equal to 15 and bc is equal to 50, what is the approximate measure of segment ac? imported asset question 10 options: 47.1 47.3 47.5 47.7

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This Post Has 2 Comments

  1. The tangent line CA for a right angle with the radius BA, with angle A being the right angle.
    AC²=BC²-BA²=50²-15²
    AC=√(50²-15²)
    use a calculator: AC≈47.7

  2. Using the pythagorean theorem
    Base×Base + Perpendicular×Perpendicular = Hypotenuse× Hypotenuse
    or B^2+P^2=H^2
    B=root H^2 -P^2
    Here hypotenuse =50 and Perpendicular = 15
    therefore
    root(50×50-15×15)
    =root(2500-225)
    =root(2275)
    =47.69
    =47.7 (approximately)
    Option D is your answer.

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