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How do you solve 6k 7 3k minus 8 algebra? - Answers

To solve the equation (6k + 7 - 3k - 8 = 0), first, combine like terms. This gives you ( (6k - 3k) + (7 - 8) = 0), which simplifies to (3k - 1 = 0). Next, isolate (k) by adding 1 to both sides, resulting in (3k = 1), and then divide by 3, yielding (k = \frac{1}{3}).



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How do you solve 6k 7 3k minus 8 algebra? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_solve_6k_7_3k_minus_8_algebra

To solve the equation (6k + 7 - 3k - 8 = 0), first, combine like terms. This gives you ( (6k - 3k) + (7 - 8) = 0), which simplifies to (3k - 1 = 0). Next, isolate (k) by adding 1 to both sides, resulting in (3k = 1), and then divide by 3, yielding (k = \frac{1}{3}).



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https://math.answers.com/math-and-arithmetic/How_do_you_solve_6k_7_3k_minus_8_algebra

How do you solve 6k 7 3k minus 8 algebra? - Answers

To solve the equation (6k + 7 - 3k - 8 = 0), first, combine like terms. This gives you ( (6k - 3k) + (7 - 8) = 0), which simplifies to (3k - 1 = 0). Next, isolate (k) by adding 1 to both sides, resulting in (3k = 1), and then divide by 3, yielding (k = \frac{1}{3}).

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      To solve the equation (6k + 7 - 3k - 8 = 0), first, combine like terms. This gives you ( (6k - 3k) + (7 - 8) = 0), which simplifies to (3k - 1 = 0). Next, isolate (k) by adding 1 to both sides, resulting in (3k = 1), and then divide by 3, yielding (k = \frac{1}{3}).

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