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Mathematics
Algebra
Evaluating functions
Evaluate the function f(x) = 9x - 6 for x=0.
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what don't you get? Plug in 0 for x and evaluate the expression.
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Topic: use function notation to evaluate equations. Evaluate the given equations for the indicated function values
The questions
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If f(n) = 5^n then f(1) = 5^1 = 5 just replace all the n's with whatever you want. If that's
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7. Evaluate the function for x = 2, then evaluate the function for x = 7.
h(x) = −4x + 61 (SHOW YOUR WORK)
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To evaluate the function for x=2, we substitute x=2 into the function h(x)=-4x+61: h(2) = -4(2) + 61
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Evaluate the function for x = 2, then evaluate the function for x = 7. h(x) = −4x + 61 (SHOW YOUR WORK)
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To evaluate the function h(x) = -4x + 61 for x = 2, we substitute x = 2 into the function: h(2) =
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Which is the correct way to evaluate f(15) for the function f(x)=2(x+3)?
1. Since f(15) means the output value is 15, the
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replace x with 15 Looks like #4 to me nothing has been said about the domain. And anyway, f(15)
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F(x) is the function that determines the absolute value of the cube of the input.
1.) Evaluate: F(5) 2.) Evaluate: F(-7) 3.)
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f(x) = |x^3| f(5) = |5^3| = |125| = 125 work the others in the same way, recalling that |x| = x if x
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evaluate the trigonometric function of the given quadrantal angle.
tan 1440° Evaluate without using ratios in reference
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tan 1440° = tan 1440-4(360) = tan 1440-1440 = tan 0° = 0 sec 3π/4 = -sec π/4 = -√2
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you give me the answer but didn't really tell me how you did it so i can figure how to find the other numbers giving. also was
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My apologies for any confusion earlier. Let's go step by step to evaluate each function for the
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function and function notation using the variable x and explain how we evaluate a function for a given x
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A function is a mathematical relationship between two variables, typically denoted as "x" and "y".
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Evaluate h(x) for the following values of x?
Consider the following function. h(x) = (tan(x)-x)/x^3 (a) Evaluate h(x) for the
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We want to "guess" that limh(x)=1/3 if x->0 h(1)=(tan(1)-1)/1^3=0.557408 h(0.1)=0.334672
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Describe the end behavior of the graph of the polynomial function. Then evaluate the function for x=-4, -3, -2, -1, 0, 1, 2, 3,
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Check the constant(-1) in your Eq and make sure it is correct. (X,Y) (-4,227) (-3,65) (-2,9) (-1,-1)
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