[FREE] 7m + 2 = 6n - 5 Write a formula for n in terms of m . . . Given the equation 7m + 2 = 6n - 5, we can start by moving all terms involving m to one side and all terms involving n to the other side: 7m - 6n = -5 - 2 Simplifying: 7m - 6n = -7 Now, we can express m in terms of n: 7m = 6n - 7 Dividing both sides of the equation by 7: m = (6n - 7) 7 Thus, the formula for f(m) in terms of m is: f(m
[FREE] Which equation is an identity? A. 7m - Brainly. com Subtract 7m from both the sides − 5 = 7 This statement is false for any value of m Therefore this is not an Identity equation The second equation is 3 w + 8 − w = 4 w − 2 (w − 4) Using distributive property, 2 w + 8 = 4 w − 2 w + 8 2 w + 8 = 2 w + 8 0 = 0 This statement is true for any value of w Therefore this is an Identity
[FREE] What is the perimeter of the whole garden? A. 16. 7m B. 16. 3m . . . However, neither of the provided options (16 7m or 16 3m) seems to match this calculation, suggesting that either the context isn't complete, or we're looking at something different Without additional context, the answer cannot be directly determined from the choices given
[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!
[FREE] Solve for n : m + 2n^2 = 7m - brainly. com The solution for n for the given equation m +2n² = 7m is ± √(3m) To solve the equation for 'n', isolate 'n' on one side of the equation Start by subtracting 'm' from both sides: 2n² = 7m - m 2n² = 6m Next, divide both sides by 2: n² = 3m Finally, take the square root of both sides to solve for 'n': n = ± √(3m)
[FREE] Rearrange the equation so that m is the independent variable: 7m . . . To make m the independent variable in the equation 7m+2=7n−5, simply subtract 2 from both sides and divide by 7, resulting in m = n − 1 Explanation: To rearrange the equation 7m+2=7n−5 to solve for m as the independent variable, follow these steps: Subtract 2 from both sides of the equation: 7m = 7n − 7