Math, asked by kavyamavani120505, 10 months ago

find the value of k which the equation has real and equal root (k+1)x^2-2 (k-1)x+1=0​

Answers

Answered by IonicYadav
2

Answer:

The value of k is 3

The value of k is 3Given:

The value of k is 3Given:To find:

The value of k is 3Given:To find:The value of k

The value of k is 3Given:To find:The value of kSolution:  

The value of k is 3Given:To find:The value of kSolution:  We know that,

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal then

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal thenDiscriminant

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal thenDiscriminant Now, in an equation

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal thenDiscriminant Now, in an equation Given that roots are real and equal

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal thenDiscriminant Now, in an equation Given that roots are real and equalTherefore,

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal thenDiscriminant Now, in an equation Given that roots are real and equalTherefore,Now, the above equation can be written as,

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal thenDiscriminant Now, in an equation Given that roots are real and equalTherefore,Now, the above equation can be written as,On simplifying the above equation, we get

The value of k is 3Given:To find:The value of kSolution:  We know that,For a quadratic equation , if the roots are real and equal thenDiscriminant Now, in an equation Given that roots are real and equalTherefore,Now, the above equation can be written as,On simplifying the above equation, we getNow, +4 and -4 get cancelled,

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