Assignment 2.4

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Brandon Kortman Algebra 1 Assignment 2.4 7/5/23 1. On a sheet of graph paper, create two graphs. Your first graph must represent a function, and the second graph must not represent a function. Explain how you know which graph is a function. Graph paper can be printed from the resources tab of this lesson. The first graph is a function because it passes the vertical line test. The second graph is not a function because it does not pass the vertical line test. The dots line up at -4.
2. Find f(‒11), g(0), and h(28). f (-11) = 16(-11) + 22 F (-11) = 16 (-11) = -176 + 22 f = -154 g(x) = -7x 3 - 8 g(0) = -7(0) 3 - 8 g = -8 h (x) = 13x + 2 x + 33 h (28) = 366 (28) + 33 h (28) = 366 61 h = 6
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