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Find a quadratic function with x-intercepts at 1 and -3 passing through the point (0,3)
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So you have what are also known as the roots of the curve: x=1 x=-3 When you rearrange those to have 0 on one side, you will get x-1=0 x+3=0 And how do you obtain the original curve function from the roots(factors)? When you get the equation, show me and we have one more thing to do.
Would you then set up an equation and use the distributive property, so that you get y=(x-1)(x+3), which would then give you y=x^2+2x-3?
Correct. But then if you sketch the graph, you will have something like |dw:1381803871216:dw| The question wants a graph that goes through (0,3). What do you think we should do?
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