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abhishekjeph6
@abhishekjeph6
September 2021
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find the value of P for which the following eqution has two equal roots.
[tex](p - 12) {x}^{2} + 2 (p - 12)x + 2[/tex]
Answers & Comments
steeve
Comparing the equation with ax² + bx + c
we find that a = ( p - 12 )
b = 2( p - 12 )
c = 2
if the equation has two equal and real roots then
b² - 4 ac = 0
putting values we get
D = {2(P -12)}² -4.2(P -12) =0
4{ (P -12)² -2( P -12) } =0
(P -12)² -2(P -12)=0
(P -12){ P -12 -2} = 0
(P -12)( P -14) =0
P = 12, 14
hence value of P = 12, 14
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Answers & Comments
we find that a = ( p - 12 )
b = 2( p - 12 )
c = 2
if the equation has two equal and real roots then
b² - 4 ac = 0
putting values we get
D = {2(P -12)}² -4.2(P -12) =0
4{ (P -12)² -2( P -12) } =0
(P -12)² -2(P -12)=0
(P -12){ P -12 -2} = 0
(P -12)( P -14) =0
P = 12, 14
hence value of P = 12, 14