To isolate x in the equation ax = bx + 1, we can first subtract bx from both sides to get:
ax - bx = 1
Then, we can factor out x from the left side:
x(a - b) = 1
Finally, we can divide both sides by (a - b) to solve for x:
x = 1/(a - b)
The value of x is inversely related to the difference of a and b, as can be seen from the equation x = 1/(a - b). If the difference between a and b is large, x will be small, and vice versa.
ransform the equation to isolate x: ax = bx + 1. How is the value of x related to the difference of a and b?
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