Solving a linear equation with several occurrences of the variable, solve for w. Simplify your answer as much as possible.
(7w + 6)/6 + (9w +8)/2 = 22
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Answered by
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(7w + 6)/6 + ( 9w + 8)/2= 22
or [7w + 6+ 3 (9w + 8 )]/6 = 22
or 7w + 6 + 27w + 24 =132
or 34w + 30 = 132
or 34w =132 - 30
or 34w = 102
w= 102/ 34
therefore w = 3
✔
Ans = 3
i hope help u jiii
Answered by
1
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(7w + 6)/6 + (9w +8)/2 = 22
or, [7w + 6 + 3(9w + 8)]/6 = 22
or, 7w + 6 + 27w + 24 = 132
or, 34w + 30 = 132
or, 34w = 132 - 30
or, 34w = 102
or, w = 102/34
Therefore, w = 3
Answer: w = 3✔✔✔✔✔✔✔✔
(7w + 6)/6 + (9w +8)/2 = 22
or, [7w + 6 + 3(9w + 8)]/6 = 22
or, 7w + 6 + 27w + 24 = 132
or, 34w + 30 = 132
or, 34w = 132 - 30
or, 34w = 102
or, w = 102/34
Therefore, w = 3
Answer: w = 3✔✔✔✔✔✔✔✔
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