How do you solve for x in #z = 6πxy#?
1 Answer
Mar 3, 2018
Explanation:
#"reverse the equation to have x on the left side"#
#rArr6pixy=z#
#"x is being multiplied by "6piy#
#"to isolate x divide both sides by "6piy#
#(cancel(6piy) x)/cancel(6piy)=z/(6piy)#
#rArrx=z/(6piy)#
