Many problems in Physics use subscripts to identify quantities. For example, many of the problems that will be considered have an 'initial' and 'final' situation. For example, "the final velocity of an object is equal to the initial velocity plus the acceleration multiplied by time." Mathematically, this is written as: vf = V¡ + at. There are two velocities in this equation, but the subscripts i' and 'f' indicate that they are separate variables. Furthermore, the 'signs' of the variables must be consistent. And although it isn't always possible, the variable letters try to reflect the quantities they represent (v for velocity, t for time, a for acceleration, etc.). What is the final velocity of a car starting from rest with a = 2.5 and t = 4 s? Round your answer to the tenths place,

College Physics
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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Many problems in Physics use subscripts to
identify quantities. For example, many of
the problems that will be considered have an
'initial' and 'final' situation. For example,
"the final velocity of an object is equal to the
initial velocity plus the acceleration
multiplied by time." Mathematically, this is
written as: Uf = U¡ + at. There are two
velocities in this equation, but the subscripts
i' and 'f' indicate that they are separate
variables. Furthermore, the 'signs' of the
variables must be consistent. And although
it isn't always possible, the variable letters
try to reflect the quantities they represent (v
for velocity, t for time, a for acceleration,
etc.).
What is the final velocity of a car starting
from rest with a = 2.5 and t = 4 s?
Round your answer to the tenths place.
Transcribed Image Text:Many problems in Physics use subscripts to identify quantities. For example, many of the problems that will be considered have an 'initial' and 'final' situation. For example, "the final velocity of an object is equal to the initial velocity plus the acceleration multiplied by time." Mathematically, this is written as: Uf = U¡ + at. There are two velocities in this equation, but the subscripts i' and 'f' indicate that they are separate variables. Furthermore, the 'signs' of the variables must be consistent. And although it isn't always possible, the variable letters try to reflect the quantities they represent (v for velocity, t for time, a for acceleration, etc.). What is the final velocity of a car starting from rest with a = 2.5 and t = 4 s? Round your answer to the tenths place.
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