SOLUTION: I need help in solving this equation. 4P+(1-P)(5.78)= 5 P= 0.438 but i cannot workout how to arrive at that value. Can you please show step by step method of how to arrive at the

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Question 1118092: I need help in solving this equation.
4P+(1-P)(5.78)= 5
P= 0.438 but i cannot workout how to arrive at that value. Can you please show step by step method of how to arrive at the P value. Thank you.

Found 2 solutions by ikleyn, ankor@dixie-net.com:
Answer by ikleyn(52866)   (Show Source): You can put this solution on YOUR website!
.
Step by step, starting from the very beginning:


    4P + (1-P)*5.78 = 5


    4P + 5.78 - 5.78P = 5


Collect all the terms with P on the right side.
Collect all the constant terms on the left side.


So, you will move the terms from one side to another.


EACH TIME  when you move the terms from one side to another, CHANGE their signs:


    5.78 - 5 = 5.78P - 4P.


    0.78 = 1.78P


Divide both sides by the coefficient  1.78 at P:


    P =  = 0.438   is your answer.

Solved.

----------------
On solving single linear equations in one unknown see the lesson
    - HOW TO solve a linear equation
in this site.


Answer by ankor@dixie-net.com(22740)   (Show Source): You can put this solution on YOUR website!
4P+(1-P)(5.78)= 5
do the multiply first, distribute 5.78
4p + 5.78 - 5.78P = 5
4p - 5.78p = 5 - 5.78
-1.78p = -.78
p = -1.78/-.78
A minus divided by a minus is plus
p = +.438

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