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MODERN PUBLICATION-BINOMIAL THEOREM-EXERCISE 8 (A)(SHORT ANSWER TYPE QUESTION)
- Find the (2/x - x/2)^5 , x ne 0
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- Expand: (x- 1/y)^11, y!=0
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- Expand (1+ x+ x^(2))^(3) using binomial expansion.
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- Find the expansion of (3x^2-2a x+3a^2)^3 using binomial theorem.
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- Find the (1+ x/2 - 2/x)^4 , x ne 0
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- Evalute: (sqrt(3)+sqrt(2))^(6)- (sqrt(3)-sqrt(2))^(6)
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- Evalute: (sqrt(3)+1)^(5) -(sqrt(3)-1)^(5)
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- Use Binomial theorem to find : (51)^6
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- Using binomial theorem, evaluate : (96)^3
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- Using binomial theorem evaluate each of the following: (98)65
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- Using binomial theorem, evaluate : (99)^5
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- Using binomial theorem, evaluate : (101)^4
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- Using binomial theorem, evaluate : (102)^5
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- Use Binomial theorem to find : (10.1)^4
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- Use Binomial theorem to find (1.02)^6 , , correct to five decimal plac...
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- Which is larger (1. 01)^(100000)\ or ,\ 10 , 000 ?
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- Find the third term in the expansion of (x + 2/5 y)^4
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- Find the fourth term in the expansion of (x - 2y)^12
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- Find the fourth term in the expansion of (4/7 x - y^2)^5
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- Find the 13th term in the expansion of (9x -1/(3sqrt(x)))^(18) Find ...
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