The Canadian side of Niagara Falls has a flow rate of 600,000 gallons per second. How many gallons of water flow over the falls in 1 minute?

The Canadian Side Of Niagara Falls Has A Flow Rate Of 600,000 Gallons Per Second. How Many Gallons Of

Answers

Answer 1
To find this you would multiply 600,000 by 60 since 60 seconds are in a minute and your answer would be 36,000,000.
Answer 2

36,000,000 gallons

Further explanation

Given:

The Canadian side of Niagara Falls has a flow rate of 600,000 gallons per second.

Question:

How many gallons of water flow over the falls in 1 minute?

The Process:

We will solve the problem of finding many gallons of water flow over the falls in one minute. This is related to unit conversions.

Let us look carefully.

Every second flows 600,000 gallons of water.In one minute, or 60 seconds, water flows as much as:

[tex]\boxed{ \ = \frac{600,000 \ gallons}{1 \ second} \times 60 \ seconds \ }[/tex]

The second unit is crossed out.The total zero from the multiplication above is six, while the yield of 6 times 6 is 36, so the final result is 36,000,000.

[tex]\boxed{ \ 600,000 \ gallons \times 60 = 36,000,000 \ gallons \ }[/tex]

Thus, the amount of water flowing in a waterfall is [tex]\boxed{\boxed{ \ 36,000,000 \ gallons \ }}[/tex]

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Keywords: The Canadian side of Niagara Falls, a flow rate of 600,000 gallons per second, how many gallons of water flow, in 1 minute, unit conversions, the second unit is crossed out


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The "2x" on the expression represents the 2 pair of jeans lost per buy. (Reducing the inventory by 2 pair of jeans)

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I would convert to degrees first seems to make it easier.
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What is 10.49 seconds rounded to the nearest second

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10 seconds... You just have to leave the first two numbers before the point. :) If a number is bigger after the point like for example 10.59 the answer would be 11 because it can be rounded by the 5. :)



Given 10.49 seconds to be rounded to the nearest second, we would round down 10.49 seconds to have: 10 seconds.

Recall:

When rounding a number, if the number that comes before it is 5, 6 and up to 9, you round the number up. i.e. 57 to the nearest ten would be rounded up to 60.

When rounding a number, if the number that comes before it is from 4 below, you round the number down. i.e. 54 to the nearest ten is 50.

Thus:

Given 10.49 seconds, we want to round the number to the nearest second.

We need to round it down.

Therefore:

10.49 to nearest seconds = 10 secs.

In summary, given 10.49 seconds to be rounded to the nearest second, we would round down 10.49 seconds to have: 10 seconds.

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Answers

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Answers

I did the math, which wasn't too hard if you knew how to solve it.

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And finally there will be 17 daisies, which is worth $17. 17($1)

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please vote my answer brainliest. thanks!

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12m-6-2m+10 (10m+4) is the simplest it can go

Answer:

10m - 16

Step-by-step explanation:

3 (4m-2) -2(m+5)

The equivalent expression can be simplified as an expression with two terms as follows:

3 (4m-2) -2(m+5)

Open each parenthesis by multiplying the outside value with the values in the parenthesis.

3 (4m-2) = 12m - 6

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Write the answer in simplest form

Answers

Given:
3x + y
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3 · 1/3 + -7/4
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1 + -7/4
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Final answer:

The expression 3x + y simplifies to -3/4 when x equals 1/3 and y equals -7/4.

Explanation:

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Answers

Answer:

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Answers

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Answers

Lost (⬅key word) 4 is equal to -4
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Hope this helped you☺
Final answer:

The football team lost 4 yards on 2 plays in a row, resulting in a change in field position of -8 yards.

Explanation:

The football team lost 4 yards on 2 plays in a row. To determine the change in field position, we need to subtract the total yardage lost from the starting field position. Assuming the starting field position was at the 50-yard line, the change in field position would be -4 yards x 2 plays = -8 yards. Since the team lost yardage, the change in field position would be a negative value.

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~Hope I helped!~

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Answers

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Answers

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Answers

Cost per yard  = 45.43 / 7  =  $ 6.49

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Step-by-step explanation:

$45.43 / 7=$6.49

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Answers

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Answers

they both have the same perimeter
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Answers

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