Question

Given m, 8x, and (4x + 243), find the value of x that makes m equal to n.

Answer 1

To find the value of x that makes m equal to n given m, 8x, and (4x + 243), set up the equation m = 8x = (4x + 243) and solve for x.

Step-by-step explanation:

To find the value of x that makes m equal to n given m, 8x, and (4x + 243), we need to set up an equation. The equation would be m = 8x = (4x + 243). To solve for x, we can equate the two expressions for m and solve for x:

1. 8x = 4x + 243 (Distribute the 4 to x and add 243)
2. 4x = 243 (Combine like terms)
3. x = 243/4 (Divide both sides by 4)
4. x = 60.75 (Simplify the fraction)

Therefore, the value of x that makes m equal to n is 60.75.