MCQ for CA Foundation Maths Chapter 8 DIFFERENTIAL AND INTEGRAL CALCULUS Part 2- INTEGRAL CALCULUS

Sample Multiple Choice Questions (MCQ's) for CA Foundation - Paper 3 - Business Mathematics and Logical Reasoning & Statistics - Chapter 8 DIFFERENTIAL AND INTEGRAL CALCULUS - PART 2:- INTEGRAL CALCULUS - For Practice relevant for Dec 22 and May/June 23 Examinations

  1. (2/5)x5/2-2x3/2+(6/5)x5/6-14x1/2+k
  2. (2/5)x5/2-2x3/2+(5/6)x5/6+14x1/2+k
  3. (2/5x5/2+2x3/2+(6/5)x5/6+14x1/2+k
  4. None

Answer: 1

Q:2 Integrate wrt x, [2x+(1/2)e-x+4x-1-x-1/3]

  1. 2x/log2-(1/2)e-x+4logx-(3/2)x2/3+k
  2. 2x/log2+(1/2)e-x+4logx+(3/2)x2/3+k
  3. 2x/log2-2e-x+4logx-(2/3)x2/3+k
  4. None

Answer: 1

Q:3 Integrate wrt x,(x2-1)(x4-x2+1)-1
  1. [1/(2√3)]log[(x2-√3x+1)/(x2+√3x+1)]+c
  2. [1/(2√3)]log[(x2+√3x+1)/(x2-√3x+1)]+c
  3. [3/(2√3)]log[(x2-√3x+1)/(x2+√3x+1)]+c
  4. None

Answer: 1

Q:4 Integrate wrt x, ex(1+x)(2+x)-2
  1. ex(2+x)-1+k
  2. -ex(2+x)-1+k
  3. exx-1+k
  4. None

Answer: 1

Q:5 Integrate wrt x, x(x-1)-1(2x+1)-1

  1. (1/3)[log(x-1)+(1/2)log(2x+1)]+k
  2. (1/3)[log(x-1)+log(2x+1)]+k
  3. (1/3)[log(x-1)-(1/2)log(2x+1)]+k
  4. None

Answer: 1

Q:6 Integrate wrt x,(2x+3)1/2 from lower limit 3 to upper limit 11 of x

  1. 33
  2. 100/3
  3. 98/3
  4. None

Answer: 3

 

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