find roots of the quadratic equations
k²-12k-20=0
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k = 6±2√14
Step-by-step explanation:
Q) Find roots of the quadratic equations k²-12k-20=0
⇒Given, k²-12k-20=0
∵ we know that the formula for finding the roots of quadratic equation-
ak²+bk+c=0 ⇔ k = [-b±√(b²-4ac)] / 2a
comparing k²-12k-20=0 with ax²+bx+c=0
∵ a=1, b=-12, c=-20
∴ k = {-(-12)±√[(-12)²-4×1×(-20)]} / 2×1
= {12±√[144+80]} / 2
= {12±√[224]} /2
= {12±√[14×16]} / 2
= {12±4√14} / 2
= {2×[6±2√14]} / 2
k = 6±2√14
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