Jamie uses 1/3 of a package of juice boxes. there were 6 juice boxes in the package to start with. write the fraction of the package Jamie use in sixths

Answers

Answer 1

Answer:

Jamie uses 1/3 of a package of juice boxes. there were 6 juice boxes in the package to start with. 1/3 of the juice box used in sixths would equal to 2/6.

How to interpret the fraction?

Suppose the fraction is proper (the numerator is smaller than the denominator).

Let it be $(a)/(b)$

Then, we can interpret it as:

$(a)/(b)$ = a parts out of b parts of a thing.

Jamie uses 1/3 of a package of juice boxes. there were 6 juice boxes in the package to start with.

For 6 juice boxes = 1/3 of a package of juice boxes is used

1/3 of the juice box used in sixths would equal to 2/6.

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Answer 2

Answer: If Jamie used 1\3 of a 6 juice box package. 1/3 of the juice box used in sixths would equal to 2/6.

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Answers

I think the answer is 34.500000

The answer to your question is 34.5

What is 5.8 × 10^6 mg/s in grams per minute? A.
9.7 × 10^9 g/min

B.
9.7 × 10^7 g/min

C.
3.48 × 10^5 g/min

D.
3.48 × 10^3 g/min

Answers

$1g=1000mg\to1mg=0.001g\n\n1min=60s\to1s=(1)/(60)min\n\n5.8*10^6\ mg/s=5.8*10^6*(0.001)/((1)/(60))\ g/min\n\n=5.8*10^6*0.001*60\ g/min=(5.8*60)*(10^6*0.001)\ g/min\n\n=348*10^3\ g/min=\boxed{3.48*10^5\ g/min}\n\nAnswer:\boxed{C}$