In the city of Toyama, 32 meters of snow fell in 160 days. At this rate, how much time would it take for 4 meters of snow to fall?
(a) Let t be the unknown amount of time it would take (in days). Using the values below, create a proportion that can be used to find t.
The given information is that 32 meters of snow fell in 160 days. We can set up a proportion using this information and the unknown value of time it would take for 4 meters of snow to fall.
The proportion can be set up as:
32 meters of snow / 160 days = 4 meters of snow / t days
We can then solve this proportion to find the value of t.
In the city of Toyama, 32 meters of snow fell in 160 days. At this rate, how much time would it take for 4 meters of snow to fall?
(a) Let t be the unknown amount of time it would take (in days). Using the values below, create a proportion that can be used to find t.
Use the proportion from part (a) to find the time it would take for 4 meters of snow to fall. Do not round any computations.
In the proportion:
32 meters of snow / 160 days = 4 meters of snow / t days
We can cross-multiply and solve for t:
32 * t = 4 * 160
32t = 640
Dividing both sides by 32:
t = 640 / 32
t = 20
Therefore, it would take 20 days for 4 meters of snow to fall.
To create a proportion, we can set up the following equation:
32 meters of snow / 160 days = 4 meters of snow / t days
This equation can be used to find the unknown amount of time (t) it would take for 4 meters of snow to fall.
To find the unknown amount of time it would take for 4 meters of snow to fall in the city of Toyama, we can set up a proportion using the given values.
Let's set up the proportion:
32 meters of snow is to 160 days as 4 meters of snow is to t days.
The proportion can be written as:
32 / 160 = 4 / t
To solve for t, we can cross-multiply:
32t = 4 * 160
Now, simplify the equation:
32t = 640
Divide both sides of the equation by 32:
t = 640 / 32
Simplifying the division:
t = 20
Therefore, it would take 20 days for 4 meters of snow to fall in the city of Toyama.