## General Term - MCQ

Compared to other sections, Mathematics is considered to be the most practice demanding subject. If praticed regularly, mathematics can help students to secure a meritorious position in the exam. These questions are very important in achieving your success in Exams after 12th.

Q1. 6th term in expansion of (2x2-(1/3x2))10 is

•  4580/17
•  -896/27
•  5580/17
•  None of these

Q2. 16th term in the expansion of (√x-√y)17 is

•  136xy7
•  136xy
•  -136xy15/2
•  -136xy2

Q3. In the binomial expansion of (a-b)n , n>=5, the sum of the 5th and 6th terms is zero. Then a/b is equal to

•  1/6(n-5)
•  1/5(n-4)
•  5/(n-4)
•  6/(n-5)

Q4. If the third term in the expansion of ((1/x)+(xlogax)) is 1000, then the value of x is

•  10
•  100
•  1
•  None of these

Q5. If the ratio of the 7th term from the beginning to the seventh term from the end in the expansion of (3√2+(1/3√3))x is 1/6, then x is

•  9
•  6
•  12
•  None of these

Q6. The last term in the binomial expansion of (3√2-(1/√2))n is (1/3*3√9)log 8. Then the 5th term from the beginning is

•  10C6
•  2*10C4
•  (1/2)*10C6
•  None of these

Q7. In the expansion of (1+x)n,Tr+1/Tr is equal to

•  (n+1/r)x
•  (n+r+1/r)x
•  (n-r+1/r)x
•  (n+r/r+1)x

Q8. If 6th term in the expansion of ((1/x8/3)+(x10log10x))8 is 5600, then x is equal to

•  8
•  9
•  10
•  None of these

Q9. The value of x in the expression [x+xlog10(x)]5, if the third term in the expansion is 10,00,000

•  10
•  11
•  12
•  None of these

Q10. Given that 4th term in the expansion of (2+(3/8)x)10 has the maximum numerical value, the range of value of x for which this will be true is given by

•  -64/21
•  -64/21
•  -64/21
•  None of these

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