How do you solve for M in #T(J+M)=KL #?

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Answer 1 · 2016-03-11T01:35:16

#M=(KL)/T-J#

#1#. Start by dividing T from both sides.

#T(J+M)=KL#

#(T(J+M))/color(red)(T)=(KL)/color(red)T#

#2#. Simplify.

#J+M=(KL)/T#

#3#. Subtract J from both sides.

#J# #color(red)(-J)+M=(KL)/T# #color(red)(-J)#

#4#. Simplify.

#color(green)(|bar(ul(color(white)(a/a)M=(KL)/T-Jcolor(white)(a/a)|)))#