p(X)=CX+d,c is not equal to 0, c,d, are real numbers
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Answer:
The zeroes of the polynomial are defined as -\frac{d}{c}−
c
d
, where c is not equal to 0 c, d are real numbers.
Step-by-step explanation:
The given polynomial is
P(x)=cx+dP(x)=cx+d
Where, c is not equal to 0 c, d are real numbers.
To find the zeroes of the given polynomial, equate the polynomial equal to 0.
p(x)=0p(x)=0
cx+d=0cx+d=0
Subtract d from both the sides.
cx=-dcx=−d
Divide both sides by c.
x=-\frac{d}{c}x=−
c
d
Therefore the zeroes of the polynomial are defined as -\frac{d}{c}−
c
d
, where c is not equal to 0 c, d are real numbers.
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