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Solve a = d+c/b for d. d = ab - c d = ab + c d = a/b - c
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is the problem \[ a= \frac{d+c}{b} \] if so you should use parens, and write it like this: a= (d+c)/b
yea it is and okay
you want to isolate d. so undo do what was done to d. a = D+C/b first you want to multiply b/1 to both sides to get rid of b.
ab = D+C to undo addition you subtract
multiply both sides by b. write times b on both sides
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ab = d+c -c - c ab - c = d
??
do mean d=ab-c?
Yes, it does not matter which way you put it d = ab -c or ab - c = d
k thanx @shamil98
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