ln (0) =
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DNE
what is the derivative of x^n
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nx^n-1
problems finding 3 sides of a rectangle process
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first have two equations one with the sum (2x+y=length of fence) and
another with the product (x*y=area). then find y and then simplify in terms
of x. find the derivative and set equal to 0 to maximize/minimize. then find
the area or perimeter depending on the equation by plugging in x or y.
log of a reciprocal
ln (1/a) =...
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-ln(a)
when is f increasing on a sign chart (think about the signs)
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from + to -
, what is the derivative of log b(x)
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1
__________
x ln(b)
equation for marginal profit
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P'(x)=R'(x)-C'(x)
marginal profit=marginal revenue-marginal cost
describe the variables in the radioactive decay equation
Q=Q₀e^rt
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Q₀ is the amount of the substance at time t=0
r is the continuous compound ate of decay
t is the time in years
Q is the amount of the substance at time t
equation for finding the periodically-compounded interest
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Give this one a try later!
DNE
what is the derivative of x^n
,Give this one a try later!
nx^n-1
problems finding 3 sides of a rectangle process
Give this one a try later!
first have two equations one with the sum (2x+y=length of fence) and
another with the product (x*y=area). then find y and then simplify in terms
of x. find the derivative and set equal to 0 to maximize/minimize. then find
the area or perimeter depending on the equation by plugging in x or y.
log of a reciprocal
ln (1/a) =...
Give this one a try later!
-ln(a)
when is f increasing on a sign chart (think about the signs)
Give this one a try later!
from + to -
, what is the derivative of log b(x)
Give this one a try later!
1
__________
x ln(b)
equation for marginal profit
Give this one a try later!
P'(x)=R'(x)-C'(x)
marginal profit=marginal revenue-marginal cost
describe the variables in the radioactive decay equation
Q=Q₀e^rt
Give this one a try later!
Q₀ is the amount of the substance at time t=0
r is the continuous compound ate of decay
t is the time in years
Q is the amount of the substance at time t
equation for finding the periodically-compounded interest
Give this one a try later!