How do you write 6/24 in simplest form

1 answer:

6 0

The answer to your question is 1/4. In getting the simplest form of a given fraction, you need to identify if the given numbers are reducible. Since you are given 6/24, find out if both numbers are divisible by any number. In this case, 6 and 24 are divisible by 6. Therefore, you get an answer of 1/4. To put it simply, here is a computation:

given: 6/24
6/6= 1
24/6=4
answer: 1/4

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The rate of residential electricity consumption (in billions of kilowatt hours (kWh) per year) of a country is approximated b

Fiesta28 [93]

Congrats on making it to integrals!
Basically you need to integral your function because integral rate in respect to time = total amount.
Also your bounts are (2001-1990,2006-1990)=(11,16)

Thus we take integral like:
int(11,16)(928.5e^(0.0249x))=
(11,16)928/0.0249e^(0.0249(x))-928/0.0249e^(0.0249(x))
(You can check this by taking its derivative and seeing if you get the original function)
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