Find the zeros of the polynomial square-4and show that its zeros are numerically equal but opposite in that
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0
Answer:
for the condition of zero the polynomial must be equal to 0
x2-4=0
x2 = 4
x= + 2 ( since square both of these numbers is 4 )
therefore the zeroes are +2 and (-2)
thus they are equal in numerically but opposite in sign
Answered by
0
Answer:
f(x)=0
x^2-4 = 0
=> x = +2, -2 which are equal and opposite in sign.
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