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In 1D kinematics, you use scalar equations for one direction. In 2D, position, velocity, and acceleration become vectors with x and y components. You apply the same kinematic equations independently to each dimension. Just remember to treat horizontal and vertical motions as separate 1D problems to be solved simultaneously.

In uniform circular motion, we know that the speed is constant. But the velocity vector's direction continuously changes as the object moves in a circle. This continuous change in direction leads to an acceleration. In physics, we call that centripetal acceleration. This is always directed towards the centre of the circle.

Skill Varsity Kolkata offers a range of UG and certificate courses in fields like Design, AI, Data Science, BBA, BCom, and BSc. These programmes are focused on building career skills in new-age industries. The college offers future-ready education. Admissions are merit-based.

There is no entry test for intake into Skill Varsity Kolkata. Admission is done purely on merit in the qualifying examination. Students are shortlisted through an online selection process. The process is student-friendly and simple.

Yes, with 70% in Class 12 you are eligible for direct admission in Skill Varsity Kolkata. The college demands a minimum of 50% marks, hence 70% is easily acceptable. Admission is merit-based and does not include any entrance test. Plan timely application and documentation.

No ranking is needed to take admission in Skill Varsity Kolkata because it does not hold any entrance test. The process is strictly merit-based in the qualifying examination. Candidates are listed based on marks scored by them. Rank-wise cutoffs are not applicable.

When we speak of 2D or 3D motion, the velocity and acceleration vectors need not align or be in the same direction. They can have any angle between 0° and 180° between them. This is because acceleration accounts for changes in both the magnitude and direction of velocity.

Yes, Skill Varsity Kolkata provides undergraduate courses that are available for students who have completed Class 12. BCom, BBA, and BSc are some of the courses for the deserving candidates. Admission is merit-based and through online means. Candidates need to apply with supporting documents.

Yes, Skill Varsity Kolkata has direct admission for all its courses. Admissions are made based on the marks obtained in the qualifying exam. The procedure entails filling up of the online form and providing documents if any. No entrance or interview is required separately.

Vectors are necessary because motion in a plane (two dimensions) or space (three dimensions) involves physical quantities, including velocity and acceleration. Both of these have both magnitude and direction. That helps us know how objects move in the real-world and in any real space. In one-dimensional motion, we only can know two directions, and show it as signs (+/-), and not more than that.  Motion in a plane requires vectors to accurately represent these directional aspects.

No, Skill Varsity Kolkata doesn't accept CUET scores for admission. The college has a direct admission policy based on merit. The candidates are chosen as per their performance in the qualifying examination. No entrance test at the national level is needed.

The closing date for Skill Varsity Kolkata admission 2025 will be available on the official website. Candidates should keep checking the portal for the new deadlines. Candidates are recommended to apply early so they do not miss out. Applications received late may not be considered for merit-based selection.

Yes, there is no entry exam for admission to Skill Varsity Kolkata. All the courses are merit-based from the last academic year. The procedure involves online application, document verification, and fee deposition. There is no need for any written test or interview.

Path length is a scalar quantity. It tells about the total distance covered, even though it depends on the path taken. Displacement is a vector quantity.  It tells that it's a straight-line change in position from the initial to the final point. Now, that is path independent. 

Yes, 60% candidates in Class 12 can get admission to Skill Varsity Kolkata. 50% aggregate is the minimum requirement for eligibility, so 60% is much higher than that. Admission is on a merit basis and no entrance exam is required. Candidates who are eligible must apply well in advance to be allocated a seat.

Skill Varsity Kolkata asks candidates to secure a minimum of 50% marks in Class 12 for programmes such as BBA, BCom, and BSc. Final selection is purely based on merit. Greater marks can enhance the shortlisting chances. Admission does not involve any entrance test.

For admission in Skill Varsity Kolkata, the candidates have to apply online from the official website. The application form is to be submitted with a fee of INR 500. Admission is based on merit and there is no entrance test. Final confirmation is carried out after document verification and fee payment.

Yes, Skill Varsity Kolkata admission 2025 is currently open for UG and certificate programmes. Interested candidates can apply online by visiting the official website. Admission at Skill Varsity is based on merit without any entrance exam. Final selection is confirmed after document verification and fee payment.

${\mathcal{l}}_1:$

$\overrightarrow{r}=\frac{1}{8}\widehat{i}+\lambda \left(-\frac{1}{8},\frac{1}{4\sqrt[]{2}},0\right)$

$\overrightarrow{r}=-\frac{1}{8}\widehat{i}+\mu \left(\frac{1}{8},0,-\frac{-1}{6\sqrt[]{3}}\right)$

$\overrightarrow{n}=\left|\begin{array}{ccc}\hfill \widehat{i}\hfill & \hfill \widehat{j}\hfill & \hfill \widehat{k}\hfill \\ \hfill \frac{-1}{8}\hfill & \hfill \frac{1}{4\sqrt[]{2}}\hfill & \hfill 0\hfill \\ \hfill \frac{1}{8}\hfill & \hfill 0\hfill & \hfill \frac{-1}{6\sqrt[]{3}}\hfill \end{array}\right|$

$=\left(-\frac{1}{24\sqrt[]{6}},\frac{-1}{48\sqrt[]{3}},-\frac{1}{32\sqrt[]{2}}\right)$

$d=projectionofA\overrightarrow{C}on\overrightarrow{n}=\left(-\frac{2}{8},0,0\right).\frac{\left(4,2\sqrt[]{2},3\sqrt[]{3}\right)}{\sqrt[]{16}+8+27}=\frac{-1}{\sqrt[]{16+8+27}}$

d²⁼ $\frac{1}{51}$