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Terms in this set (34)
a
a
s
s
d
d
f
f
g
g
h
h
j
j
u
u
i
i
r
r
y
y
w
w
ds
ds
sd
sd
we
we
re
re
gh
gh
hg
hg
lo
lo
ol
ol
ik
ik
ki
ki
fr
fr
rf
rf
t
t
o
o
v
v
j
j
m
m
z
z
x
x
a
a
q
q
6
6
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Verified questions
CALCULUS
Between 2000 and 2010, ACME Widgets sold widgets at a continuous rate of $R=R_{0} e^{0.125 t}$ widgets per year, where t is time in years since January 1, 2000. Suppose they were selling widgets at a rate of 1000 per year on January 1, 2000. How many widgets did they sell between 2000 and 2010? How many did they sell if the rate on January 1, 2000 was 1,000,000 widgets per year?
CALCULUS
In the New Testament, Jesus commends a widow who contributed 2 mites to the temple treasury (Mark 12:42-44). A mite was worth roughly 1/8 of a cent. Suppose the temple invested those 2 mites at 4% interest compounded quarterly. How much would the money be worth 2000 years later?
QUESTION
Determine the point(s) (if any) at which the graph of the function has a horizontal tangent line. y = √3x + 2 cos x, 0≤ x < 2π
CALCULUS
Sketch the region R whose area is given by the iterated integral. Then switch the order of integration and show that both orders yield the same area. $$ ∫_0^2∫_0^x dy dx + ∫_2^4∫_0^4-x dy dx $$
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