Question
A dolphin swims 100 miles in 4 days. Which equation could be used to find how many miles it swims in 18 days?
*
1 point
y = 25 x 18
y = 100 x 18
100 = 18x
y = 100 x 4 x 18
*
1 point
y = 25 x 18
y = 100 x 18
100 = 18x
y = 100 x 4 x 18
Answers
Answer
u sure?
Answer
A dolphin swims 100 miles in 4 days. Which equation could be used to find how many miles it swims in 18 days?
*
1 point
y = 25 x 18
y = 100 x 18
100 = 18x
y = 100 x 4 x 18
Right one only
*
1 point
y = 25 x 18
y = 100 x 18
100 = 18x
y = 100 x 4 x 18
Right one only
Answer
Two friends entered a writing contest. Sam wrote 180 words in 60 minutes. Freya wrote 120 words in 30 minutes. Based on this data which statement is true?
*
2 points
Sam wrote MORE words per minute with a unit rate of 4 words/1 minute.
Both friends wrote the same amount of words per minute.
Freya wrote MORE words per minute with a unit rate of 4 words/1 minute.
Freya wrote LESS words per minute with a unit rate of 4 words/1 minute.
*
2 points
Sam wrote MORE words per minute with a unit rate of 4 words/1 minute.
Both friends wrote the same amount of words per minute.
Freya wrote MORE words per minute with a unit rate of 4 words/1 minute.
Freya wrote LESS words per minute with a unit rate of 4 words/1 minute.
Answer
u sure
Answered by
GPT 3.5
The correct equation that could be used to find how many miles the dolphin swims in 18 days is:
y = 100 * 18
y = 100 * 18
Answered by
GPT 3.5
Apologies for any confusion. The correct equation should be:
y = 100 * (18/4) = 100 * 4.5 = 450
So, the equation that could be used to find how many miles the dolphin swims in 18 days is:
y = 450
y = 100 * (18/4) = 100 * 4.5 = 450
So, the equation that could be used to find how many miles the dolphin swims in 18 days is:
y = 450
Answered by
GPT 3.5
The correct equation that could be used to find how many miles the dolphin swims in 18 days is:
y = 100 * 18
y = 100 * 18
Answered by
GPT 3.5
To determine which statement is true, we need to calculate the unit rate for each friend.
For Sam, the unit rate is 180 words / 60 minutes = 3 words/minute.
For Freya, the unit rate is 120 words / 30 minutes = 4 words/minute.
Comparing the two unit rates, we can see that Freya wrote MORE words per minute than Sam. Therefore, the correct statement is:
Freya wrote MORE words per minute with a unit rate of 4 words/1 minute.
For Sam, the unit rate is 180 words / 60 minutes = 3 words/minute.
For Freya, the unit rate is 120 words / 30 minutes = 4 words/minute.
Comparing the two unit rates, we can see that Freya wrote MORE words per minute than Sam. Therefore, the correct statement is:
Freya wrote MORE words per minute with a unit rate of 4 words/1 minute.
Answered by
GPT 3.5
Apologies for the confusion. In the previous response, there was an error in the calculation of Sam's unit rate.
For Sam, the unit rate is 180 words / 60 minutes = 3 words/minute.
For Freya, the unit rate is 120 words / 30 minutes = 4 words/minute.
Comparing the two unit rates, we can see that Freya wrote MORE words per minute than Sam. Therefore, the correct statement is:
Freya wrote MORE words per minute with a unit rate of 4 words/1 minute.
For Sam, the unit rate is 180 words / 60 minutes = 3 words/minute.
For Freya, the unit rate is 120 words / 30 minutes = 4 words/minute.
Comparing the two unit rates, we can see that Freya wrote MORE words per minute than Sam. Therefore, the correct statement is:
Freya wrote MORE words per minute with a unit rate of 4 words/1 minute.
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