Erik biked north at a constant velocity for a total of 9 minutes. In one-third of that time, he moved 990 meters. What was Erik's velocity? Write your answer as a whole number. meters per minute to the north

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To find Erik's velocity, we can follow these steps:

1. **Determine the total time of travel**: Erik biked for a total of 9 minutes.

2. **Calculate the time for one-third of the total time**: 
   $$
   \text{Time for one-third} = \frac{9 \text{ minutes}}{3} = 3 \text{ minutes}
   $$

3. **Distance traveled in one-third of the time**: Erik moved 990 meters in that time.

4. **Calculate the velocity**: Velocity is defined as distance divided by time. We can use the formula:
   $$
   v = \frac{d}{t}
   $$
   where $$ v $$ is the velocity, $$ d $$ is the distance, and $$ t $$ is the time.

Here, $$ d = 990 $$ meters and $$ t = 3 $$ minutes.

5. **Substituting the values**:
   $$
   v = \frac{990 \text{ meters}}{3 \text{ minutes}} = 330 \text{ meters per minute}
   $$

Thus, Erik's velocity is $$ 330 $$ meters per minute to the north.
Erik's velocity was 330 meters per minute to the north.

Erik biked north at a constant velocity for a total of 9 minutes. In one-third of that time, he moved 990 meters. What was Erik's velocity? Write your answer as a whole number. meters per minute to the north

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