kutemigos9211
30.07.2019 •
Mathematics
What is the sixth term in the binomial expression (5y+3)^10
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Ответ:
2:₁₀C₁(5y)^10-1(3)¹
3. ₁₀C₂(5y)^10-2(3)²
4. ₁₀C₃(5y)^10-3(3)³
5. ₁₀C₄(5y)^10-4(3)^4
6: ₁₀C₅(5y)^10-5(3)^5 ⇒
the answer is ₁₀C₅(5y)^5(3)^5
Ответ:
Answer : The sixth term in the binomial expression is,
Step-by-step explanation :
The general formula to calculate the term of binomial expression is:
where,
(r+1) = number of term
As we are given the binomial expression :
For sixth term :
a = 5y
b = 3
n = 10
As, r + 1 = 6
So, r = 6 - 1
r = 5
Now put all the given values in the above formula, we get:
Thus, the sixth term in the binomial expression is,
Ответ: