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Solution The given quadric equation is 4x 2 2 k 1 x k 4 0 and roots are real and equal Then find the value of k Here a 4 b 2 k 1 and c k 4 As we know For what value of k does the quadratic equation kx 2 k 1 x k 1 0 becomes a perfect square
4x 2 2 k 1 x k 1 0
4x 2 2 k 1 x k 1 0
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Find K So That The Quadratic Equation k 1 x2 2 k 1 x 1 0 Has
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Find The Value Of K For Which The System Of Equation 3x y 1 2k 1 x k
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CBSE 10 Maths solve this Asked by ambikagangadhar336 17 Mar 2020 09 45 PM ANSWERED BY EXPERT Comparing the given equation with the general quadratic Best answer Since roots are equal d 0 1 4x2 2 k 1 x k 4 0 d b2 4ac d 2 k 1 2 4 4 k 4 d 2k 2 2 16k 64 d 4k2 4 8k 16k
12x3 18x2 27x 21 0 Three solutions were found x 1 x 2 108 8 1 3i 3 4 0 2500 1 2990i x 2 108 8 1 3i 3 4 0 2500 1 2990i Step by step solution The equation x2 2kx 1 0 x 2 2 k x 1 0 has two distinct real roots Find the set of all possible values of k What I did b 4ac 0 b 4 a c 0 2k 2 4 0 2 k 2
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Find The Value Of K For Which The Quadratic Equation k 4 x 2 k 1 x
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Integrate 3x 1 x 2 4x 4
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Find The Values Of K For Which The Roots Are Are Real And Equal In Each
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Solution Given quadratic equation k 4 x 2 k 1 x 1 0 Since the given quadratic equation has equal roots its discriminant should be zero D 0 k 1 2 4 k 4 Solve an equation inequality or a system Example 2x 1 y 2y 3 x 1 2 3 4 5 6 7 8 9 0 F A x y G
Modified 8 months ago Viewed 111 times 1 Find the permissible value s of k given in options below for which both roots of the equation 4x2 2x k 0 are completely in 3x2 13x 4 0 Two solutions were found x 4 x 1 3 0 333 Step by step solution Step 1 Equation at the end of step 1 3x2 13x 4 0 Step 2 Trying to factor by
Find The Values Of K For Which The Quadratic Equation 3k 1 X 2 2
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For What Value Of K Does k 12 x 2 2 0 Has Equal Roots
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4x 2 2 k 1 x k 1 0 - So determine where each parabola in the family attain a derivative of 0 begin equation frac d dx left 4x 2 4 k 2 x k right 0 8x 4 k 2 0 x frac 1 2 k 2