Math  /  Algebra

QuestionLuke is driving home from work. Let D(t)D(t) stand for Luke's remaining distance to drive DD (measured in Miles) after tt minutes of driving. What does D(0)=10D(0)=10 mean?

Studdy Solution

STEP 1

1. D(t)D(t) is a function representing the remaining distance for Luke to drive after tt minutes.
2. D(t)D(t) depends on the time tt in minutes.
3. D(0)D(0) represents the remaining distance to drive when tt is equal to 0 minutes.

STEP 2

1. Understand the meaning of D(0)D(0) in the context of the problem.
2. Interpret the value D(0)=10D(0) = 10.

STEP 3

Understand the meaning of D(0)D(0) in the context of the problem.
D(0)D(0) represents the remaining distance to drive at t=0t = 0 minutes, which is the initial time before Luke starts driving.

STEP 4

Interpret the value D(0)=10D(0) = 10.
Given that D(0)=10D(0) = 10, this means that at the initial time (when t=0t = 0 minutes), Luke has 10 miles remaining to drive.
Therefore, the interpretation of D(0)=10D(0) = 10 is that at the start of Luke's drive, he has 10 miles left to reach his destination.

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