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Application-of-Calculus

The distance s of a particle moving along a straight line from a fixed-pointO on line at time t seconds after start is given by x = (t – 1)2(t – 2)2. What will be distance of particle from O when its velocity is zero?


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This Chapter Application-of-Calculus consists of the following topics

The distance x of a particle moving along a straight line from a fixed point on the line at time t after start is given by t = ax2 + bx + c (a, b, c are positive constants). If v be the velocity of the particle and u(≠0) be the initial velocity of the particle then which one is correct?

The distance s of a particle moving along a straight line from a fixed-pointO on line at time t seconds after start is given by x = (t – 1)2(t – 2)2. What will be distance of particle from O when its velocity is zero?

नेपालका ४ सहिद सम्बन्धमा जोडा मिलाउनुहोस।
सहिदजन्मस्थानमृत्युदण्ड दिएको मिति
a. शुक्रराज शास्त्री1. रामेछाप i. बि.सं. १९९७ माघ १०
b. धर्मभक्त माथेमा 2. काठमाडौँ ii. बि.सं. १९९७ माघ १४
c. दशरथ चन्द 3. काठमाडौँiii. बि.सं. १९९७ माघ १२
d. गंगालाल श्रेष्ठ4. बैतडीiv. बि.सं. १९९७ माघ १४

The distance s of a particle moving along a straight line from a fixed-pointO on the line at time t seconds after start is given by x = (t – 1)2(t – 2)2. What will be the distance of the particle from O when its velocity is zero?

Application of Calculus

Objective-Mathematics