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erik1franks
18.09.2019 •
Mathematics
An inequality for a number exceeds 9
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Ответ:
n > 9
The answer is n > 9 and this would represent the phrase "a number that exceeds 9".
Ответ:
Answer with Step-by-step explanation:
We are given that an expression
Binomial expansion o f
is given by
=![nC_0 x^n+nC_1x^{n-1}y^1+nC_2x^{n-2}y^2+nC_3x^{n-3}y^3+... nC_n y^n](/tpl/images/0350/6859/49430.png)
a. We have to find the coefficient of![x^2y^8](/tpl/images/0350/6859/08fa3.png)
Term is![10C_8x^(2y)^8](/tpl/images/0350/6859/76921.png)
Coefficient =![10C_8\cdot 2^8](/tpl/images/0350/6859/4fcb9.png)
b.Term in which
is ![10C_6x^4(2y)^6](/tpl/images/0350/6859/755d1.png)
Coefficient =![10C_4\cdot 2^6](/tpl/images/0350/6859/024d2.png)
c.We have to find the coefficient of![x^5y^5](/tpl/images/0350/6859/7d46e.png)
Term is![10C_5x^5(2y)^5](/tpl/images/0350/6859/df06a.png)
Coefficient =![10C_5\cdot 2^5](/tpl/images/0350/6859/01e17.png)