Maths-

General

Easy

Question

# A: If the term independent of in the expansion of is 405, then n=

: If the third term in the expansion of is 1000, then n=(here n<10)

: If in the binomial expansion of the coefficients of 5^{th} 6^{th} and 7^{th} terms are in A.P then n= [Arranging the values of n in ascending order]

- A,B,C
- B,A,C
- A,C,B
- C,A,B

## The correct answer is: B,A,C

### Related Questions to study

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### The arrangement of the following binomial expansions in the ascending order of their independent terms A B C D

### The arrangement of the following binomial expansions in the ascending order of their independent terms A B C D

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### A: B: term independent of x in C: then

### A: B: term independent of x in C: then

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### I The sum of the binomial coefficients of the expansion is

II The term independent of x in the expansion of is when is even.

Which of the above statements is correct?

### I The sum of the binomial coefficients of the expansion is

II The term independent of x in the expansion of is when is even.

Which of the above statements is correct?

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### : The fourth term in the expansion of is equal to the second term in the expansion of then the positive value of is

:In the expansion of , the coefficients of and are equal, then the positive value of a is 8

### : The fourth term in the expansion of is equal to the second term in the expansion of then the positive value of is

:In the expansion of , the coefficients of and are equal, then the positive value of a is 8

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### S1: If the coefficients of and in the expansion of are equal, then the number ofdivisors ofn is 12.

S2: If the expansion of for positive integer n has 13 ^{th} term independent of x Then the sum of divisors of is 39.

### S1: If the coefficients of and in the expansion of are equal, then the number ofdivisors ofn is 12.

S2: If the expansion of for positive integer n has 13 ^{th} term independent of x Then the sum of divisors of is 39.

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### I Three consecutive binomial coefficients cannot be in GP.

II Three consecutive binomial coefficients cannot be in A.P.

Which of the above statement is correct?

### I Three consecutive binomial coefficients cannot be in GP.

II Three consecutive binomial coefficients cannot be in A.P.

Which of the above statement is correct?

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### I The no of distinct terms in the expansion of is

II The no of irrational terms in the expansion is 55

### I The no of distinct terms in the expansion of is

II The no of irrational terms in the expansion is 55

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### If then

### If then

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### If denotes fractional part of then

### If denotes fractional part of then

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### The number of rational terms in the expansion of is

### The number of rational terms in the expansion of is

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### If divided by 7, the remainder is

### If divided by 7, the remainder is

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### The remainder when is divided by 53 is

### The remainder when is divided by 53 is

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### If , then

### If , then

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### If , then

### If , then

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