If the zeroes of cubic polynomial x3-15x2+74x-120 are the form a,a+b and a+2b for some positive real number, than the value of a and b are
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If the zeroes of cubic polynomial x3-15x2+74x-120 are the form a,a+b and a+2b for some positive real number, than the value of a and b are
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Form a cubic polynomial whose zeroes are 2 , 1 , 1.
brainly.in/question/16999897
Answer:
Step-by-step explanation:
Given:
Zeroes of cubic polynomial is in the form a,a+b and a+2b .
To find: Find the value of a and b.
Solution:We know that zeroes of cubic polynomial and coefficients of cubic polynomial have some relation.If
are the zeroes of cubic polynomial
then
So, here zeros of polynomial are a,a+b and a+2bapply first relation
From last relation,put value from eq1
If
and if
There are two possibilities of values of a and b
but according to the question values should be positive.
Final answer:a=4 and b= 1
Hope it helps you.
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1)The absolute difference betweenthe integral values of P suchthat(x-p)(x-12)+2 = 0 has integral roots is brainly.in/question/40770211