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AAKASH SERIES-BINOMIAL THEOREM-EXERCISE - 3.1 (VERY SHORT ANSWER QUESTIONS)
- Expand the following using binomial theorem (2a + 3b)^6
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- Expand the following using binomial theorem (2/3 x + 7/4y)^5
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- Expand the following using binomial theorem. ((2p)/(5)-(3q)/(7))^(6)
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- Expand the following using binomial theorem (2/3 l - 3m)^6
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- Find the number of terms in the expansion of (3p+4q)^(14)
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- Find the number of terms in the expansion of ((3a)/(4)+(b)/(2))^(9)
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- Find the number of terms in the expansion of (4x - 7y)^49 + (4x + 7y)^...
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- Find the number of terms in the expansion of (x - 2y + 3z)^10
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- Find the number of terms in the expansion of (2x+3y+z)^(7)
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- Write down and simplify 14th term in (3 +x)^15
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- Write down and simplify 10^("th")" term in "((3p)/(4)-5q)^(14)
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- Write down and simplify r^("th")" term in "((3a)/(5)+(5b)/(7))^(8)" ...
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- Write down and simplify 5th term in (3x - 4y)^7
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- Write down and simplify 7th term in ((4)/(x^3) + (x^2)/(2))^14
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- Prove that : Find the 3^("rd") term from the end in the expansion of (...
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- Write down and simplify Find the 4th term the end in (2a + 5b)^8
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- Write down and simplify Write down and simplify 6th term in ((2x)/...
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- Find the coefficient of x^(-6)" in "(3x-(4)/(x))^(10)
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- Find the coefficient of x^11 in (2x^2 + (3)/(x^3))^13
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- Find the coefficient of x^2 in (7x^3 - (2)/(x^2))^9
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