Suppose that in circle with center P, and a central angle, ∠OPQ, intersects minor arc OQ, where the measure of arc OQ = 82◦, and
the measure of ∠OPQ is (5x – 3) ◦. What is the value of x?
1 answer:
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Actually Welcome to the concept of Linear Equations
After solving all the Equations we get as,
I have solved the Above four equations, 1.) and no. 2.) is the horizontally adjacent to no. 1.) , hope you get it.
1.) 2x = 14 ===> x = 14/2 ===> x = 7
2.) X - 5 = 20 , X = 20+5 ===> X = 25
3.) 4 + (x +6) = 10 ==> 10 + x = 10 ==> x = 0
4.) 7(x-12) = 21 ===> x-12 = 3 ===> x = 15
9.) -8x -8 = 160 ===> -8x = 168 ===> x = -21
10.) -8k -5 = -133 ==> -8k = -128 ==> K = 16
11.) 0 = -12n+12 ===> -12n=-12 hence, n = 1
12.) -7+n/2=4 ==> -7-4 = -n/2 ==> -11 =-n/2 ==> -n=-22 ==> n = 22
13.) 7*3= n-7 ==> 21=n-7 ==> n = 28
14.) 4+m/10 = 2 ==> 4+m = 20 ==> m = 20-4 ==> m=16