Question
Given the function, d(t) = 50t, the variable t represents which of the following?
Select all that apply.
dependent variable
input
function
independent variable
output
Select all that apply.
dependent variable
input
function
independent variable
output
Answers
There are no human answers yet.
Answered by
GPT-4o mini
Given the function \( d(t) = 50t \), the variable \( t \) represents the following:
- **Input**: \( t \) is the value we provide to the function to calculate \( d(t) \).
- **Independent variable**: \( t \) is independent because it can take any value, and it determines the value of \( d(t) \).
The other options do not apply to \( t \):
- **Dependent variable**: This would be \( d(t) \) since its value depends on \( t \).
- **Function**: The function itself is \( d(t) \), not \( t \).
- **Output**: This also refers to \( d(t) \), as it is the output of the function when \( t \) is input.
Therefore, the correct answers are **input** and **independent variable**.
- **Input**: \( t \) is the value we provide to the function to calculate \( d(t) \).
- **Independent variable**: \( t \) is independent because it can take any value, and it determines the value of \( d(t) \).
The other options do not apply to \( t \):
- **Dependent variable**: This would be \( d(t) \) since its value depends on \( t \).
- **Function**: The function itself is \( d(t) \), not \( t \).
- **Output**: This also refers to \( d(t) \), as it is the output of the function when \( t \) is input.
Therefore, the correct answers are **input** and **independent variable**.
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