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- KJ4UTS

The number of milligrams of a drug initially injected into a person’s bloodstream is 6,120...

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- KJ4UTS

The number of milligrams of a drug initially injected into a person’s bloodstream is 6,120...

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- KJ4UTS

- anonymous

so initially we have 6120mg of drugs right

- anonymous

now after one hour how much do we lose?

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- anonymous

4.99% of the original right?

- KJ4UTS

So would that be 6,120*.499 = 3,053.88?

- anonymous

no. our equation we set up is this
where y is now much drug is remaining and x is the number of hours gone.
\[y=6120-\frac{ 4.99 }{ 100 }(6120)x\]

- anonymous

4.99% is a fraction 4.99/100

- KJ4UTS

for x at the end do I plug in 10 for the amount of hours

- anonymous

so just sub 10 into x to get how much drug is present after 10 hours

- KJ4UTS

3,066.12

- anonymous

yep

- KJ4UTS

Thank you for your time and help :)

- anonymous

do you know if its right or now?

- anonymous

not*

- KJ4UTS

What do you mean exactly that's what I got when I plugged it into the formula?

- anonymous

yes, but did u have to input your answer on a quiz? like i reckon its right but id like to know if it is right haha

- anonymous

remember to specify it to a tenth of a milligram

- anonymous

3066.1 mg

- KJ4UTS

Oh I will let you know so a tenth is .1

- anonymous

yep 3066.1 mg

- KJ4UTS

Ok really quick do you know how to sole this I have been having trouble solving daily compound?

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