Determine whether the value given against the quadratic equation is the root of the equation.
x2 + 4x − 5 = 0 ; x = 1
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x2
+4x−5=0
given values of x=1,−1
when x=1→1
2
+4(1)−5=1+4−5=0 satisfies the equation.
when x=−1→(−1)
2
+4(−1)−5=1−4−5=−8 does not satisfy the equation.
Therefore x=1 is only the root of given equation.
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