SOLUTION: Solve the problem using systems of equations with two variables: Question: A total capacitance in parallel is the sum of two capacitances. If the capacitances total 0.00027 far

Algebra ->  Coordinate Systems and Linear Equations  -> Linear Equations and Systems Word Problems -> SOLUTION: Solve the problem using systems of equations with two variables: Question: A total capacitance in parallel is the sum of two capacitances. If the capacitances total 0.00027 far      Log On


   

Question 974063: Solve the problem using systems of equations with two variables:
Question:
A total capacitance in parallel is the sum of two capacitances. If the capacitances total 0.00027 farad (F) and the difference between the two capacitances is 0.00016 F, what is the value of each capacitance in the system?
Answer by Alan3354(69443) About Me  (Show Source):
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A total capacitance in parallel is the sum of two capacitances. If the capacitances total 0.00027 farad (F) and the difference between the two capacitances is 0.00016 F, what is the value of each capacitance in the system?
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C1 is the larger Cap:
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C1 + C2 = 0.00027
C1 - C2 = 0.00016
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