How do you solve (ax - b=cx + d) I have the answer but I do not know how to get there?

Answer 1

is it (b+d)/(a-c)

ax - b = cx + d
ax - cx = d + b
x(a - c) = (b + d)
x = (b+d)/(a-c)

Answer 2

Your answer source is misguided x = (d - b)/(a - c) as long as a isn't the comparable as c. ProfRay The parentheses are needed, without them your answer looks lin d - (d/a) - c because it relatively is mandatory to maintain on with the order of operations regulations and branch comes first in this expression.