How do you solve for #FV# in #A= \frac { F V - OV } { T }#?

1 Answer
Momo
Nov 29, 2016

#FV=AT+OV#

Explanation:

First multiply by T on both sides to cancel out the T on FV's side.

#A*T=(FV-OV)/T*T#
#AT=FV-OV#

Next, add OV to both sides to cancel out the OV on the FV's side. The purpose of our work is to get FV alone, and whatever you do on one side of an equation you must do on the other.

#AT+OV=FV-OV+OV#

#FV=AT+OV#

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