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1965 AHSME Problems/Problem 27

Revision as of 20:07, 16 January 2022 by Esther813 (talk | contribs) (Created page with "Let <math>h(y)=y^2+my+2</math> <math>h(y)=y^2+my+2=f(y)(y-1)R_1</math> h(y)=<math>y^2</math>+my+2=g(y)(y+1)<math>R_2</math> h(1)=3+m=<math>R_1</math> h(-1)=3-m=<math>R_2</...")
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Let $h(y)=y^2+my+2$

$h(y)=y^2+my+2=f(y)(y-1)R_1$

h(y)=$y^2$+my+2=g(y)(y+1)$R_2$

h(1)=3+m=$R_1$

h(-1)=3-m=$R_2$

m=0

The answer is A

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