" (i) "9^("th")" term of "(2+(x)/(3))^(-5)

Prove that : Find the 9^("th")" term of "(2+(x)/(3))^(-5)

Find the 9^(th) term of (1-(3x)/(4))^((4)/(5))

Write down and simplify 6^("th") term in ((2x)/(3)+(3y)/(2))^(9)

Find the 8th term of (1 - (5x)/(2) )^(-3//5) .

In the expansion of (2x+3y)^5 , find the middle terms ((5+1)/2)^(th) term i.e. 3^(th) term and ((5+1)/2+1)^(th) term i.e. 4 th term.

Find the 6^(th) term in expansion of ((x^(3))/2-2/(x^(2)))^(9)

If r^(th) term is the middle term in the expansion of (x^(2)-(1)/(2x))^(20), then (r+3)^(th) term is

The terms in two positions of some arithmetic sequences are given below. Write the first five terms of each: i) 3^(rd) term 34 and 6^(th) term 67 ii) 3^(rd) term 43 and 6^(th) term 76 iii) 3^(rd) term 2 and 5^(th) term 3 iv) 4^(th) term 2 and 7^(th) term 3 v) 2^(nd) term 5 and 5^(th) term 2

Write down and simplify Write down and simplify 6th term in ((2x)/(3) + (3y)/(2))^9

Write down and simplify Write down and simplify 6th term in ((2x)/(3) + (3y)/(2))^9