solve for k.\n8k + 2m = 3m + k\nk = 70m\nk = 7m\nk = \\frac{7}{m}\nk = \\frac{m}{7}
solve for k.\n8k + 2m = 3m + k\nk = 70m\nk = 7m\nk = \\frac{7}{m}\nk = \\frac{m}{7}
Answer
Explanation:
Step1: Move terms with k to one - side
Subtract k from both sides and subtract 2m from both sides of the equation (8k + 2m=3m + k). We get (8k - k=3m - 2m).
Step2: Simplify both sides
On the left - hand side, (8k - k = 7k), and on the right - hand side, (3m - 2m=m). So the equation becomes (7k=m).
Step3: Solve for k
Divide both sides of the equation (7k=m) by 7. We have (k=\frac{m}{7}).
Answer:
(k=\frac{m}{7})