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Answered: 17. 5x-17x+ 6 18. 3x + 10x + 8 19. 26? - 9b - 5 20. z2 + 12z
5x + 24 = 9x − 17 next, we will isolate x by moving the variable on one side and the constant on the other side Calculator shows the work for solutions with real or complex roots Subtract 5x from both sides
24 = 9x − 5x − 17 simplify
24 = 4x − 17 add 17 to both sides 24 +17 = 4x 41 = 4x divide by 4 X = 441 x = 10.25 thus, the value of x that makes the angles congruent is 10.25. What is the value of x if these angles are congruent
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What is the value of x if these angles are congruent there's just one step to solve this.
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