Nature's Squeeze is a drink stand known for their fresh-squeezed juices. Colin just got his first job working there! During his training, he made 4 drinks in 12 minutes. Today is Colin's first shift, and he will work for 90 minutes.
If Colin makes drinks at the same rate, how many drinks will he make today?



Answer :

Answer: Colin can make approximately 30 drinks during his 90-minute shift.

Step-by-step explanation:

We can find out how many drinks Colin can make in 90 minutes by figuring out how his drink-making rate translates from minutes per drink to drinks per minute. Here's how:

Step 1: Calculate Colin's drink-making rate per minute

We know Colin makes 4 drinks in 12 minutes.To find the rate per minute, we divide the number of drinks by the time it takes: 

Drinks per minute = Drinks / Time (minutes)

Drinks per minute = 4 drinks / 12 minutes

Drinks per minute = 1/3 drinks per minute

(This means Colin can make 1/3 of a drink every minute on average).

Step 2: Calculate the total work time in minutes

Colin's shift is 90 minutes long.

Step 3: Find the total number of drinks made

Now that we know Colin's drink-making rate (1/3 drinks per minute) and his total work time (90 minutes), we can multiply them to find the total number of drinks:

Total drinks = Drinks per minute * Total work time (minutes)

Total drinks = (1/3 drinks/minute) * 90 minutes

Total drinks = 30 drinks

Note: This calculation assumes a constant rate of drink-making throughout the shift. In reality, there might be short breaks or interruptions that could slightly affect the total number of drinks made.

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