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One solution of the equation 2 x^2 - x - 10 = 0 is 5/2 . What is the other solution?
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the product of the solutions is the constant term...[HINT]
wait what?
do you know what is the constant term in your equation is?
the constant term is the "c" in \(\large ax^2+bx+c=0 \)
ohhhh thanks
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yw...:)
so do you have the other solution?
no
Try a -2 for the x value and see what it is equal to.
\[2(-2^{2})- (-2) -10=0\] 8 + 2 -10 =0 0=0 What does that tell you.
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Earlier it was mentioned that the solution was a product of the constant C 2(5/2) times what equals -10 5x=-10 x=-10/5=-2
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