Find the quadratic polynomial whose zeroes are root 2 and root 4
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Answer: x^2 -(√2+2) x+ 2√2
Step-by-step explanation:
√2 & √4
√4=2
Any Quadratic polynomial whose zeroes/toots are a and b , us given by
x^2-(a+b) x + ab
= x^2-(√2+2) x+ (√2)×2
=x^2 -(√2+2) x+ 2√2
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