All Calculus 1 Resources
Example Questions
Example Question #391 : Velocity
Find the velocity of a particle who's position function is given by at .
Possible Answers:
Correct answer:
Explanation:
To find the velocity of the particle at any time, you take the derivative of .
To take the derivative, use the power rule which states,
Therefore the derivative becomes,
.
This is the velocity function. You then plug in 1 for t and you get,
.
All Calculus 1 Resources
Popular Subjects
Physics Tutors in San Diego, English Tutors in Boston, GRE Tutors in Seattle, GRE Tutors in Los Angeles, LSAT Tutors in Dallas Fort Worth, Physics Tutors in Houston, Spanish Tutors in Dallas Fort Worth, Computer Science Tutors in Chicago, Math Tutors in Los Angeles, SAT Tutors in Los Angeles
Popular Courses & Classes
MCAT Courses & Classes in San Francisco-Bay Area, MCAT Courses & Classes in Atlanta, MCAT Courses & Classes in Seattle, ACT Courses & Classes in San Diego, GRE Courses & Classes in San Francisco-Bay Area, GMAT Courses & Classes in San Diego, Spanish Courses & Classes in Washington DC, GRE Courses & Classes in Los Angeles, SSAT Courses & Classes in Denver, SSAT Courses & Classes in Atlanta
Popular Test Prep
GRE Test Prep in Los Angeles, ACT Test Prep in San Diego, SAT Test Prep in San Diego, SSAT Test Prep in Washington DC, MCAT Test Prep in New York City, GRE Test Prep in Chicago, GRE Test Prep in New York City, SAT Test Prep in Phoenix, GMAT Test Prep in Phoenix, LSAT Test Prep in Washington DC