Quadratic Equations, Find the value of k for which Q.E. (k-12) x2 +2(k-12)x +2=0 has equal roots.

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Find the values of k\nfor which the following equation has equal roots:\n(k-12)x^2+2(k-12)x+2=0 ... Find the values of k\nfor which the following equation has equal roots:\n(k-12)x^2+2(k-12)x+2=0 ...
For what value of k, does the equation (k - 12)x^2 + 2(k - 12)x + 2 = 0 have equal roots. For what value of k, does the equation (k - 12)x^2 + 2(k - 12)x + 2 = 0 have equal roots.
Find the Value of K for which the Quadratic has Equal Roots - Quick and Simple Explanation Find the Value of K for which the Quadratic has Equal Roots - Quick and Simple Explanation
Find the value of such that the equation (k-12) x ^2 + 2(k-12) x + 2 = 0 has equal roots Find the value of such that the equation (k-12) x ^2 + 2(k-12) x + 2 = 0 has equal roots
Find the value of k for which the (k-12)x2 +2(k - 12)x+2=0 equation has equal root.. Find the value of k for which the (k-12)x2 +2(k - 12)x+2=0 equation has equal root..
Find the Value of k in Quadratics for Different Scenarios Involving Roots | Step-by-Step Explanation Find the Value of k in Quadratics for Different Scenarios Involving Roots | Step-by-Step Explanation
find the value of k for which the equation has equal roots:(k-12)x²+2(k-12)x+2=0 find the value of k for which the equation has equal roots:(k-12)x²+2(k-12)x+2=0
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