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[FREE] Which equation is an identity? A. 7m - Brainly. com To determine which equation is an identity, we need to verify if each option is true for all values of the variable involved Simplify the left side using distributive property: 9−2v−3=−2v−6 Which gives us: 6−2v=−2v−6 In conclusion, the only equation that is an identity is B: 3w+8−w=4w−2(w−4)
[FREE] Simplify: -3(m - 2) - 7m - brainly. com To simplify -3 (m - 2) - 7m, you would first expand the bracket by multiplying each term by -3 This gives you -3m + 6 From here, we can subtract the additional -7m and get the final answer as -10m + 6 I hope this helps!
The equation - Brainly. com This answer is FREE! See the answer to your question: The equation \ (5m = 36 25\) models a constant rate situation Enter the value of \ (7m\) i… - brainly com
[FREE] Solve for m. 7m - 6m = 13 m = - brainly. com Let's solve the equation step by step: We have the equation: 7m − 6m = 13 Simplify the Left Side: Combine the m terms on the left side: 7m − 6m = m Substitute and Solve: Now, the equation becomes: m = 13 Therefore, the solution to the equation is: m = 13 Answered by GinnyAnswer • 7 4M answers • 966 1M people helped heart outlined Thanks 0
[FREE] Solve for m : m + 2n^2 = 7m - brainly. com The equation provided is m + 2n² = 7m To solve for m, we can first set the equation where all terms involving m are on one side, and all other terms are on the other side by subtracting m from both sides
[FREE] Solve for n : m + 2n^2 = 7m - brainly. com To solve for n in the equation m + 2n2 = 7m, we isolate n and find that n = ± 3m This means there are two possible solutions for n based on the value of m