Question

the weight of an object on earth is proportional to the weight of an object on the moon. a 150 - pound object would weigh approximately 25 pounds on the moon. plot at least 2 points on the graph representing the equation from question 3. draw a line connecting them. (making a table will help knowing you)

Explanation:

Step1: Find the proportionality constant

The weight on Earth ($E$) and weight on moon ($M$) are proportional. Given $E = 150$ pounds and $M=25$ pounds, the proportionality constant $k=\frac{M}{E}=\frac{25}{150}=\frac{1}{6}$. So the equation is $M=\frac{1}{6}E$.

Step2: Find the first point

Let $E = 0$. Then $M=\frac{1}{6}\times0 = 0$. So the first point is $(0,0)$.

Step3: Find the second point

Let $E = 60$. Then $M=\frac{1}{6}\times60 = 10$. So the second point is $(60,10)$.

Step4: Plot the points

Plot the points $(0,0)$ and $(60,10)$ on the graph and draw a line connecting them.

Answer:

Plot the points $(0,0)$ and $(60,10)$ and draw a line through them.