find the GCD of p5,p11,p9
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verb is a spinning art for my memories of my life and I will be married to a spinning
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Explanation:
G.C.D is \bf\,p^5p
5
Step-by-step explanation:
Concept:
The greatest common divisor of two or more polynomial is a polynomial of greatest degree that divides all the given polynomials
I have applied factorizaion method to find G.C.D of the given polynomials
p^5=1*p^5p
5
=1∗p
5
p^{11}=1*p^5*p^6p
11
=1∗p
5
∗p
6
p^{9}=1*p^5*p^4p
9
=1∗p
5
∗p
4
\therefore\,G.C.D=1*p^5=p^5∴G.C.D=1∗p
5
=p
5
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