[FREE] Rearrange the equation so m is the independent variable. 7m + 2 . . . Starting with 7m+2=7n−5, subtract 2 from both sides and then divide by 7 The rearranged equation is m = n - 1 Explanation: To rearrange the equation so that m is the independent variable, we need to isolate m on one side of the equation Starting with the equation 7m+2=7n−5, we can first subtract 2 from both sides to get 7m=7n−7
[FREE] Simplify: $-3 (-7m+n)+0. 6n-4 (3n+7m)$ - brainly. com Distribute the constants into the parentheses Rewrite the expression with the distributed terms Combine like terms (m terms and n terms) Simplify the expression to its final form: −7m − 14 4n Explanation Understanding the Problem We are given the expression −3(−7m + n) + 0 6n −4(3n + 7m) and our goal is to simplify it Distributing Constants First, we distribute the constants into
[FREE] Solve for m : 3m - (7m + 12) = 2 (m - 3) - brainly. com To solve the equation 3m −(7m + 12) = 2(m − 3), let's break it down step by step: Distribute the terms: Begin by distributing the negative sign and the 2 across the terms in the parentheses:
[FREE] Solve for m. 5m + 4 = 7m + 6 - brainly. com To solve the equation 5m + 4 = 7m +6, you rearrange it by subtracting 7m and isolating m to find that m = −1 The steps involve simple algebraic manipulation If you need further clarification, ask away!
[FREE] What property of equality is displayed in step 3 in the solving . . . Sure! Let's go through the steps to understand which property of equality is displayed in step 3 Original Equation: 9m +4 − 7m = 35m + 7 Step 1: Rearrange the terms on the left side 9m −7m + 4 = 35m + 7 Step 2: Combine like terms on the left side 2m + 4 = 35m + 7 To clear the fraction, multiply both sides by 3 3(2m + 4) = 3(35m + 7) Step 3: Simplify both sides after multiplication 6m
[FREE] What property of equality is displayed in step 3 in the solving . . . To determine which property of equality is displayed in step 3 of the problem, let's first recap the relevant parts leading up to that step: Given Equation: 9m + 4 −7m = 35m + 7 Step 1: We simplified the left-hand side: 9m − 7m + 4 = 35m + 7 Resulting in: 2m + 4 = 35m +7 Step 2: To eliminate the fraction, we multiplied both sides by 3: 3(2m +4) = 3(35m + 7) This gives us: 6m +12 = 5m + 7