using formula solve if
alfa: -3/2
bita:7/3
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Answers
Answered by
2
Solution:-
x^2-(-3/2+7/3)x+(-3/2×7/3)
= x^2 -[(-9+14)/6)]x+(-21/6)
= x^2-(-5/6)x -7/2
= [x^2 -5x/6 -7/2]ans
x^2-(-3/2+7/3)x+(-3/2×7/3)
= x^2 -[(-9+14)/6)]x+(-21/6)
= x^2-(-5/6)x -7/2
= [x^2 -5x/6 -7/2]ans
siddhartharao77:
Sorry bro.. is it correct
Answered by
2
Here I am writing Alpha as A and Beta as B. Because it is difficult to write always.
Given,
A = -3/2
B = 7/3.
Given Equation is x^2 - (A + B) x + A * B




Hope this helps!
Given,
A = -3/2
B = 7/3.
Given Equation is x^2 - (A + B) x + A * B
Hope this helps!
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