What is #x# in the equation #ax+b=c#?
1 Answer
Apr 30, 2018
Explanation:
#"isolate the term in x by subtracting "b" from both sides"#
#axcancel(+b)cancel(-b)=c-b#
#rArrax=c-b#
#"divide both sides by "a#
#(cancel(a) x)/cancel(a)=(c-b)/a#
#rArrx=(c-b)/a#