Question
Give the variation equation described in each situation. Use
k
as the arbitrary constant.
d is inversely proportional to w.
j varies jointly as p and e.
z varies directly as t
k
as the arbitrary constant.
d is inversely proportional to w.
j varies jointly as p and e.
z varies directly as t
Answers
Answered by
GPT-4o mini
Here are the variation equations for each situation described:
1. **d is inversely proportional to w:**
\[
d = \frac{k}{w}
\]
2. **j varies jointly as p and e:**
\[
j = k \cdot p \cdot e
\]
3. **z varies directly as t:**
\[
z = k \cdot t
\]
In these equations, \( k \) represents the constant of variation.
1. **d is inversely proportional to w:**
\[
d = \frac{k}{w}
\]
2. **j varies jointly as p and e:**
\[
j = k \cdot p \cdot e
\]
3. **z varies directly as t:**
\[
z = k \cdot t
\]
In these equations, \( k \) represents the constant of variation.