Jill took five courses this semster, each for four credit hours. she recieved a 13 (3 points) a B + (3.5 points), an A (4 points), and a B + (3.5 points) in four of the course. If her GPA is 3.2, what was her grade in the fifth course?'
You are averaging 5 numbers: 3, 3.5, 4, 3.5, and x. The average is the sum of the 5 numbers, divided by the number of numbers (5), and equals 3.2. What is the value of \(x\) that makes that true? \[3.2 = \frac{3+3.5+4+3.5+x}{5}\]Solve for \(x\). I would start by multiplying both sides of the equation by 5.
ok thanks now i need help on one more problem, |dw:1396796044986:dw|
\[B\cap C\] is all of the items which appear in both B and C \[A\cup(B\cap C)\] is all of the items which appear in both B and C, plus any items which appear in A
thanks so very much you are a life saver,
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