Answered

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What is the value of a + b+c? you may assume that the ray is tangent to the circle?a. 86b.150c.133d.47

What Is The Value Of A Bc You May Assume That The Ray Is Tangent To The Circlea 86b150c133d47 class=

Sagot :

ANSWER:

c. 133°

STEP-BY-STEP EXPLANATION:

We have that there is a chord that divides the circle in two equal parts because it passes through the middle of the circle. Since it is half of the circle, the arc is 180°, we can see that this arc is the sum of the angles a + b, this angle must measure half of 180°, therefore:

[tex]a\degree+b\degree=\frac{180\degree}{2}=90\degree[/tex]

Now the angle c° must measure half of the 86° arc, therefore:

[tex]\begin{gathered} c\degree=\frac{86\degree}{2}=43\degree \\ \end{gathered}[/tex]

That means that a° + b° + c° is equal to:

[tex]a°+b°+c°=90+43=133\degree[/tex]

Therefore, the correct answer is c. 133°

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