Question

At an aquarium, a shrimp if fed 1/5 gram of food each feeding and is fed 3 times each day. What is the constant of proportionality and what does it tell us about the situation?

Question options:

5, shrimp eats 5 grams of food in one day


3/5, shrimp eats 3/5 grams of food in one day


1/5, shrimp eats 1/5 grams of food in in one day


1 2/3, shrimp eats 1 2/3 grams of food in one day

Answer 1

Answer:

The answer is most likely 5 shrimp eats 5 grams of food im one day,

Step-by-step explanation:

At an aquarium, a shrimp if fed 1/5 gram of food each feeding and is fed 3 times each day. What is the constant of proportionality and what does it tell us about the situation?

So, We know the shrimp is fed 1/5 gram of food each feeding, And we know the shrimp is fed 3 times each day.

Now, We need to answer the question, What is the constant of proportionality and what does it tell us about the situation?

Then, That means '5, shrimp eats 5 grams of food in one day ' is correct.

Answer 2

The relationship between proportional variables is their constant of proportionality.

The true statement is (b) 3/5, shrimp eats 3/5 grams of food in one day

The given parameters are:

$\mathbf{Count = 3}$

$\mathbf{Content = \frac 15}$

So, the daily gram of food in a day is:

$\mathbf{Daily = Count \times Content}$

$\mathbf{Daily = 3 \times \frac 15}$

$\mathbf{Daily = \frac 35}$

Hence, the constant of proportionality is 3/5.

And it means that: a shrimp eats 3/5 grams daily

Hence, the true statement is (b)

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