Question

(x+1)× (|x| - 1)= -1/2
question from inequalities ​

Answer 1

Step-by-step explanation:

Answer

Answerx = 2

Answerx = 2Solution

Answerx = 2SolutionClearly , x = 2 satisfies the given equation.

Answerx = 2SolutionClearly , x = 2 satisfies the given equation.For x<2, equation becomes

Answerx = 2SolutionClearly , x = 2 satisfies the given equation.For x<2, equation becomesx332-x+3x+1=x3⋅3x-2+35-x

Answerx = 2SolutionClearly , x = 2 satisfies the given equation.For x<2, equation becomesx332-x+3x+1=x3⋅3x-2+35-x⇒32-x(x3-33)=3x-2(x3-33)

Answerx = 2SolutionClearly , x = 2 satisfies the given equation.For x<2, equation becomesx332-x+3x+1=x3⋅3x-2+35-x⇒32-x(x3-33)=3x-2(x3-33)⇒(x3-33)(32-x-3x-2)=0

Answerx = 2SolutionClearly , x = 2 satisfies the given equation.For x<2, equation becomesx332-x+3x+1=x3⋅3x-2+35-x⇒32-x(x3-33)=3x-2(x3-33)⇒(x3-33)(32-x-3x-2)=0⇒x=3orx=2

Answerx = 2SolutionClearly , x = 2 satisfies the given equation.For x<2, equation becomesx332-x+3x+1=x3⋅3x-2+35-x⇒32-x(x3-33)=3x-2(x3-33)⇒(x3-33)(32-x-3x-2)=0⇒x=3orx=2∴x=2 is the only solution

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Answer 2

Answer of the above mentioned.

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