Major Competitive Exams

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Q. What is the functional group present in phenols? (2021) 2021
  • A. -OH
  • B. -COOH
  • C. -CHO
  • D. -NH2
Q. What is the functional unit of the lung where gas exchange occurs? (2019)
  • A. Bronchi
  • B. Alveoli
  • C. Trachea
  • D. Larynx
Q. What is the fundamental frequency of a pipe open at both ends if its length is 2 m?
  • A. 85 Hz
  • B. 170 Hz
  • C. 340 Hz
  • D. 425 Hz
Q. What is the fundamental frequency of a pipe open at both ends that is 2 meters long?
  • A. 85 Hz
  • B. 170 Hz
  • C. 340 Hz
  • D. 425 Hz
Q. What is the future tense of the verb 'to write'? (2019)
  • A. Wrote
  • B. Writing
  • C. Writes
  • D. Will write
Q. What is the GCF of 24 and 36?
  • A. 6
  • B. 12
  • C. 18
  • D. 24
Q. What is the GDP growth rate of India projected for 2023? (2023)
  • A. 5.5%
  • B. 6.0%
  • C. 6.8%
  • D. 7.5%
Q. What is the general electronic configuration of alkali metals? (2022)
  • A. ns^1
  • B. ns^2
  • C. ns^2np^1
  • D. ns^2np^2
Q. What is the general form of the equation for a damped harmonic oscillator?
  • A. x(t) = A cos(ωt)
  • B. x(t) = A e^(-bt) cos(ωt)
  • C. x(t) = A sin(ωt)
  • D. x(t) = A e^(bt) cos(ωt)
Q. What is the general form of the equation of motion for a damped harmonic oscillator?
  • A. m d²x/dt² + b dx/dt + kx = 0
  • B. m d²x/dt² + kx = 0
  • C. m d²x/dt² + b dx/dt = 0
  • D. m d²x/dt² + b dx/dt + kx = F(t)
Q. What is the general form of the equation of motion for a damped oscillator?
  • A. m d²x/dt² + b dx/dt + kx = 0
  • B. m d²x/dt² + kx = 0
  • C. m d²x/dt² + b dx/dt = 0
  • D. m d²x/dt² + b dx/dt + kx = F(t)
Q. What is the general form of the family of curves for the equation x^2 + y^2 = r^2?
  • A. Ellipses
  • B. Hyperbolas
  • C. Circles
  • D. Parabolas
Q. What is the general form of the family of curves represented by the equation x^2 + y^2 = r^2?
  • A. Circles with radius r
  • B. Ellipses with semi-major axis r
  • C. Hyperbolas with transverse axis r
  • D. Straight lines with slope r
Q. What is the general form of the family of curves represented by the equation y = mx^2 + c?
  • A. Parabolas
  • B. Circles
  • C. Ellipses
  • D. Hyperbolas
Q. What is the general form of the family of curves represented by y^2 = 4ax?
  • A. Parabolas opening to the right
  • B. Circles with varying centers
  • C. Ellipses with varying foci
  • D. Hyperbolas with varying asymptotes
Q. What is the general formula for aldehydes? (2023)
  • A. C_nH_(2n)
  • B. C_nH_(2n+1)CHO
  • C. C_nH_(2n+2)
  • D. C_nH_(2n-1)CHO
Q. What is the general formula for alkanes?
  • A. C_nH_(2n)
  • B. C_nH_(2n+2)
  • C. C_nH_(2n-2)
  • D. C_nH_(n)
Q. What is the general formula for alkenes?
  • A. C_nH_(2n)
  • B. C_nH_(2n+2)
  • C. C_nH_(2n-2)
  • D. C_nH_(2n+1)
Q. What is the general formula for alkynes?
  • A. C_nH_(2n+2)
  • B. C_nH_(2n)
  • C. C_nH_(2n-2)
  • D. C_nH_(2n-1)
Q. What is the general formula for carbohydrates?
  • A. C_n(H2O)_n
  • B. C_nH_nO_n
  • C. C_nH_2nO_n
  • D. C_nH_2O_n
Q. What is the general formula for carboxylic acids?
  • A. C_nH_2nO_2
  • B. C_nH_2n+1COOH
  • C. C_nH_2nO
  • D. C_nH_2n+2O
Q. What is the general formula for cycloalkanes?
  • A. CnH2n
  • B. CnH2n+2
  • C. CnH2n-2
  • D. CnH2n-4
Q. What is the general formula for ketones?
  • A. CnH2nO
  • B. CnH2n+2O
  • C. CnH2n-2O
  • D. CnH2nO2
Q. What is the general formula for secondary amines? (2021) 2021
  • A. RNH2
  • B. R2NH
  • C. R3N
  • D. RNH
Q. What is the general formula for secondary amines? (2023)
  • A. RNH2
  • B. R2NH
  • C. R3N
  • D. RNH
Q. What is the general solution of the differential equation dy/dx = 3x^2?
  • A. y = x^3 + C
  • B. y = 3x^3 + C
  • C. y = x^2 + C
  • D. y = 3x^2 + C
Q. What is the general solution of the differential equation dy/dx = 3y?
  • A. y = Ce^(3x)
  • B. y = Ce^(-3x)
  • C. y = 3x + C
  • D. y = Cx^3
Q. What is the general solution of the equation y' + 4y = 0?
  • A. y = Ce^(-4x)
  • B. y = Ce^(4x)
  • C. y = 4x + C
  • D. y = Cx^4
Q. What is the general solution of the equation y' = 4y + 3?
  • A. y = Ce^(4x) - 3/4
  • B. y = Ce^(4x) + 3/4
  • C. y = 3e^(4x)
  • D. y = Ce^(3x) + 4
Q. What is the general solution of the equation y'' - 3y' + 2y = 0?
  • A. y = C1 e^(x) + C2 e^(2x)
  • B. y = C1 e^(2x) + C2 e^(x)
  • C. y = C1 e^(3x) + C2 e^(0)
  • D. y = C1 e^(0) + C2 e^(3x)
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