The very rigorous medical program at a local university has a 30% drop out rate for each year. If the school admits 1,000 freshmen, how many diplomas will need to be ordered 4 years later? (show your work please :) ) 656 diplomas must be ordered 240 diplomas must be ordered 410 diplomas must be ordered 316 diplomas must be ordered The very rigorous medical program at a local university has a 30% drop out rate for each year. If the school admits 1,000 freshmen, how many diplomas will need to be ordered 4 years later? (show your work please :) ) 656 diplomas must be ordered 240 diplomas must be ordered 410 diplomas must be ordered 316 diplomas must be ordered @Mathematics
I got 240?
240
is correct
what is the passing percentage ?
I got 240 also
err 240.1
Did you guys use the formula A = P(1 - r)^t or you did it another way?
I simply did (((1000 * .7)*.7)*.7)*.7
Since it was only 4 years that seemed the quickest way
Oh so you cant do it with 1000*.3 *.3 *.3*.3 right?
pretty much
\[ 1000 (1 - 0.3)^4 \]
Oh ok, thank you :)
Yea, the formula works just as well
How about this problem: The number of milligrams of a drug that remains in a patient’s system after t hours is given by the function A(t) = Iert. Juan was given 500 milligrams of medicine which leaves his bloodstream at a rate of 20%. How much of the medicine remains in his system after 6 hours? 133.90 mg 150.60 mg 99.20 mg 111.58 mg I got b
what is A(t) = Iert ?
exatly
Oh its A(t) = l e ^rt
The e is the e^x on the calculator usually.
not sure but i think it's d
r = rate t = time e = 2.71828... I = 500
again not sure
d
How did you get that answer?
oh wait at a rate of 20% mistake
Yeah at the rate of 20%
Ooops..I put in 5 hours and not 6. Still, I'm getting 1.66........
egggsactly
stilll think d
Yeah, i forgot to mention that also the exponent has to be negative, sorry
Lol, that fixes it :) 150.6
\[A = 500*e^{-rt}=500mg*e^{-.2*6hr}=150.597106mg = 150.6mg\]
haha, thank you :) sorry for not saying that part :( but thank you
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