Answer:
The value for I=65.72
Step-by-step explanation:
Given;
-I + 96.87=(.38 x (-I +150))/1.04
The unknown is I, that we need t solve.
-I+96.87={(0.38×-I)+(0.38×150)}/1.04
Opening the brackets by multiplying 0.38 by -I and 150 respectively as follows;
-I+96.87=(-0.38I+57)/1.04
Open the larger bracket by multiplying (1/1.04) by 57 and -0.38 i respectively as follows;
-I+96.87=(-0.38I/1.04)+(57/1.04)
Solving;
-I+96.87=-0.36I+54.81
Collect all the like times on separate sides of the equation;
(I-0.36I)=96.87-54.81
Solving on either side of the equation;
(0.64 I)/0.64=(42.06/0.64)
Divide both sides of the equations to solve for the unknown, I.
I=65.72
The value for I=65.72