Question

a bathtub containing 8 gallons of water is being filled with 0.7 gallons of water per second from the faucet. the relationship between the number of seconds and the total amount of water in the pot is represented by the equation w=0.7g+8. which of the following is the dependent quantity?

Answer 1

The dependent quantity in the equation is represented by the variable 'w', which stands for the total amount of water in the bathtub. The total amount of water in the bathtub is dependent on the number of seconds that have passed.

Step-by-step explanation:

The dependent quantity in this equation is represented by the variable w, which stands for the total amount of water in the bathtub.

In this case, the amount of water in the bathtub is dependent on the number of seconds that have passed. As the number of seconds increases, more water is added to the bathtub.

The equation w=0.7g+8 shows that the total amount of water (w) is determined by multiplying the number of seconds (g) by 0.7 and adding 8.

Therefore, the total amount of water in the bathtub is dependent on the number of seconds that have passed.