If alpha and beta are the roots of the equation 2x^2+5x+k=0 where k is a constant and (alpha -2beta)=3. Find the values of:
a. Beta
b. K
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Step-by-step explanation:
alpha=-b+root under(b^2-4ac)÷2a
alpha=-5+root under(5^2-4.2.k)÷2.2
beta=-5-root under(5^2-4.2.k)÷2.2
now (alpha -2beta)=3
we will put the value of alpha and beta from above
after solving
and we will get answers
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