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Motion in a plane, projectile motion, uniform circular motion Short Tricks for JEE

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Quick answer

Short tricks for Motion in a plane, projectile motion, uniform circular motion work only with strong fundamentals. Apply the tips below in timed sets and review every explanation.

Use these Motion in a plane, projectile motion, uniform circular motion shortcuts to save time in JEE Physics papers — then validate speed with 33+ MCQs on Goodmarks.

Short tricks for speed

  • Motion in a plane, projectile motion, uniform circular motion focus drill

    Solve 15 mixed MCQs for Motion in a plane, projectile motion, uniform circular motion, review every explanation, and note formulas you hesitated on.

  • Dimensional check first

    Before solving, verify each term has consistent SI dimensions — eliminates wrong options quickly in JEE MCQs.

  • Limiting cases

    Substitute extreme values (t→0, m→∞, θ→0) to sanity-check your final expression.

Syllabus context

Part of Kinematics in JEE Main Physics.

Free sample questions

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Q1PhysicsUnit 2: Kinematics
If the angle between the vectors A⃗\vec{A} and B⃗\vec{B} is θ,\theta, then the value of the product (B⃗×A⃗)⋅A⃗(\vec{B} \times \vec{A}) \cdot \vec{A} equals
Q2PhysicsUnit 2: Kinematics
A ball is thrown from the top of a tower with an initial velocityof 10m/s10 \mathrm{m} / \mathrm{s} at an angle of 30∘30^{\circ} above the horizontal. It hits theground at a distance of 17.3m17.3 \mathrm{m} from the base of the tower.The height of the tower (g=10m/s2)\left(\mathrm{g}=10 \mathrm{m} / \mathrm{s}^{2}\right) will be
Q3PhysicsUnit 2: Kinematics
A body is projected with velocity 24ms−124 m s^{-1} making an angle 30∘30^{\circ} with the horizontal. The vertical component of its velocity after 2s2 s is (g=10ms−2)\left(g=10 m s^{-2}\right)
Q4PhysicsUnit 2: Kinematics
A person travels 6m6 \mathrm{m} towards the east and 8m8 \mathrm{m} towards north from there again he traveled 16m16 \mathrm{m} towards the south. What is the displacement covered by the person?
Q5PhysicsUnit 2: Kinematics
An aeroplane flying at a constant speed releases a bomb. As the bomb moves away from the aeroplane, it will
Q6PhysicsUnit 2: Kinematics
Q Type your question. moving horizontally with a speed uu perpendicular to the direction of vv enters through a hole at an upper corner AA and strikes the diagonally opposite corner BB. Assume g=10m/s2.g=10 m / s^{2} . Which of the following values of uu and vv is(are) correct? This question has multiple correct options
Q7PhysicsUnit 2: Kinematics
A particle projected from the origin (x=y=0)(x=y=0) moves in xyx y plane so that its velocity is v=(2i^+4xj^)m/s,v=(2 \hat{i}+4 x \hat{j}) \mathrm{m} / \mathrm{s}, when it is at point (x,y)(x, y) m. (i^ and j^(\hat{i} \text { and } \hat{j} are the unit vectors along xx and yy axis). What is the value of y,y, when x=3x=3
Q8PhysicsUnit 2: Kinematics
Assertion In case of a projectile, the angle between velocity and acceleration changes from point to point. Reason Because its horizontal component of velocity remains constant, while vertical component of velocity changes from point to point due to gravitational acceleration.

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