Inactive Tutor answered 11/12/12
Given: h(n) = -2n2 + 4
Find: h(4)
Solution: Substituting 4 for n we get -2(42) + 4, which simplifies to -2(16) + 4 and gives us -32 + 4 and our final answer of -28.
Susan B.
asked 09/03/12h(n)= -2n^2 + 4 find h(4)
Inactive Tutor answered 11/12/12
Given: h(n) = -2n2 + 4
Find: h(4)
Solution: Substituting 4 for n we get -2(42) + 4, which simplifies to -2(16) + 4 and gives us -32 + 4 and our final answer of -28.
Inactive Tutor answered 09/04/12
Any time you see this function notation, you need to plug in the number in the parantheses everywhere you see the variable.
For example, if you have f(x)=6x-7/x+5x^2 and we need to find f(-1), then we need to plug in "-1" everywhere we see an "x". So we get f(-1) = 6(-1)-7/(-1)+5(-1)^2
Then, as Sirid said, you must follow order of operations.
Inactive Tutor answered 09/03/12
Remember the rule of PEMDAS when deciding what order to do your calculations -
1. paretheses
2. exponents
3. multiplication
4. division
5. addition
6. subtraction.
In this case it means you'll first solve the exponent n^2 (or 4^2), THEN multiply by -2, THEN add 4.
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