Question

An ordered pair of the function d(t) = 35t is _____.

(35, 1)
(1, 1)
(1, 35)
(35, 35)

Answer 1

To find an ordered pair of the function \( d(t) = 35t \), we can substitute a value of \( t \) into the function.

Let's evaluate \( d(t) \) for \( t = 1 \):

\[
d(1) = 35 \cdot 1 = 35
\]

This gives us the ordered pair \( (1, 35) \).

Now, let's analyze the provided options:

- (35, 1) – This does not correspond to \( d(t) \).
- (1, 1) – This does not correspond to \( d(t) \).
- (1, 35) – This is correct based on our evaluation.
- (35, 35) – This does not correspond to \( d(t) \).

Thus, the ordered pair of the function \( d(t) = 35t \) is **(1, 35)**.