RRB NTPC & Group D Physics Mock Test — Mechanics Set 2
Practice 25 free MCQ on Mechanics (Physics) for RRB NTPC, RRB Group D & Railway exams. Covers Newton's Laws, Force, Energy, Momentum, Friction, Circular Motion, Projectile Motion, Torque, Springs & Fluid Mechanics — with 12-min timer, instant score & explanations in English, Hindi, Bengali & Nepali.
⚙️ Newton's Laws๐ฅ Force & Motion⚡ Kinetic Energy๐️ Potential Energy๐ซ Momentum๐ Circular Motion๐ฏ Projectile Motion๐ฉ Friction๐ Bernoulli's Theorem๐ Reynolds Number
Mechanics Mock Test — Set 2
Physics · RRB NTPC & Group D · 25 Questions · 12 Min
Questions and options appear in your selected language. Explanations appear after answering each question.
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Frequently Asked Questions — Mechanics & Physics
What is Newton's Second Law of Motion?
Newton's Second Law: F = ma. Force = mass × acceleration. A 5 kg object with 4 m/s² acceleration → F = 20 N. Most tested mechanics formula in RRB NTPC & Group D.
What is the difference between kinetic energy and potential energy?
KE = ½mv² (energy of motion). PE = mgh (stored energy due to height). A 2 kg ball at 4 m/s has KE = 16 J. Same ball at 10 m height has PE = 200 J.
Does friction depend on the area of contact?
No. Friction f = ฮผN depends only on coefficient of friction and normal force. It is independent of contact area — most commonly tested concept in RRB physics.
At what angle is the range of a projectile maximum?
Range is maximum at 45°. R = v²sin(2ฮธ)/g, maximum when ฮธ = 45°. Ranges at 30° and 60° are equal but less than at 45°.
เฆฎেเฆাเฆจিเฆ্เฆธে เฆোเฆจ เฆธূเฆค্เฆฐเฆুเฆฒো RRB NTPC-เฆคে เฆฌেเฆถি เฆเฆธে?
เฆธเฆฌเฆেเฆฏ়ে เฆฌেเฆถি เฆเฆธে: F = ma, KE = ½mv², PE = mgh, p = mv, f = ฮผN, v = ฯr, ฯ = F×r।
เคฏांเคค्เคฐिเคी เคฎें เคौเคจ เคธे เคॉเคชिเค्เคธ RRB Group D เคฎें เคชूเคे เคाเคคे เคนैं?
เคฎुเค्เคฏ เคॉเคชिเค्เคธ: เคจ्เคฏूเคเคจ เคे เคจिเคฏเคฎ (F=ma), KE=½mv², PE=mgh, เคธंเคตेเค (p=mv), เคเคฐ्เคทเคฃ (f=ฮผN), เคฒीเคตเคฐ MA, เคตृเคค्เคคीเคฏ เคเคคि (v=ฯr), เคช्เคฐเค्เคทेเคช्เคฏ เคเคคि (45°), เคฌเคฐ्เคจौเคฒी, เคฐेเคจॉเคฒ्เคก्เคธ เคธंเค्เคฏा।
What is the Reynolds number in fluid mechanics?
Re = ฯvL/ฮผ. Re < 2000 → laminar flow; Re > 4000 → turbulent flow. Named after Osborne Reynolds (1883).