the distance, d, a spring stretches is directly proportional to the force, f, on the spring. the constant of…

the distance, d, a spring stretches is directly proportional to the force, f, on the spring. the constant of proportionality is 0.25. which equation represents this relationship?\na. $d = \\frac{0.25}{f}$\nb. $d = 0.25f$\nc. $f = 0.25d$\nd. $f = d + 0.25$

the distance, d, a spring stretches is directly proportional to the force, f, on the spring. the constant of proportionality is 0.25. which equation represents this relationship?\na. $d = \\frac{0.25}{f}$\nb. $d = 0.25f$\nc. $f = 0.25d$\nd. $f = d + 0.25$

Answer

Answer:

B. $d = 0.25F$

Explanation:

Step1: Recall direct - proportion formula

The formula for direct proportion is $y=kx$, where $y$ and $x$ are variables and $k$ is the constant of proportionality.

Step2: Identify variables and constant

Here, $d$ (distance) is like $y$, $F$ (force) is like $x$, and the constant of proportionality $k = 0.25$. So the equation is $d=0.25F$.