O is the center of the circle. Assume that lines that appear to be tangent are tangent. What is the value of x?
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Mathematics, added 2021-06-18 11:55:09
What is the solution to 4+5e^x=2=11? Ax= In7/5-2 Bx= In7/5+2 Cx= In35-2 D x=In35+2 ...
Mathematics, added 2021-06-18 10:21:01
What is the solution to 4+5e^x=2=11? Ax= In7/5-2 Bx= In7/5+2 Cx= In35-2 D x=In35+2 ...
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Answered by CastleRook
Given that QO is the radius and PQ is tangent to circle O, then ΔPQO is a right triangle. Hence the value of x will be obtained as follows: Sum of angles in a triangle is equal to 180°. Thus x+17+90=180 x+107=180 thus x=180-107 x=73° Answer: x=73°
Answered by hamidkhan63012
The answer is 78................................