Question

type the correct answer in the box. a team of geologists is surveying glaciers on a mountain. they come across a newly formed stream. the stream is flowing at an average rate of 420 cubic meters per minute. at the average rate of flow, the stream will produce 14,700 cubic meters of water in minutes.

Explanation:

Step1: Recall the rate - time - volume formula

We know that rate $r=\frac{V}{t}$, where $r$ is the rate of flow, $V$ is the volume, and $t$ is the time. We want to find $t$, so we can re - arrange the formula to $t = \frac{V}{r}$.

Step2: Substitute the given values

Given $r = 420$ cubic meters per minute and $V=14700$ cubic meters. Then $t=\frac{14700}{420}$.

Step3: Calculate the value of $t$

$\frac{14700}{420}=35$.

Answer:

35