Question

How to prove that the limit (as x goes to infinity) of a function's inverse (1/f(x)) cannot be zero, if the function's (f(x)) limit is zero?

Answer 1

assume that the function f is something trivial like\[1/x^{2}\]

then what about the inverse? it becomes nothing more than \[x^{2}\]

what is the limit then of the inverse? \[\infty\]

Answer 2

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Answer 3

calc iii solution check

Answer 4

find max and min of x^2 + y^2 subject to the constraint x^2 - 8x +y^2 - 10y = 0

Answer 5

calc iii lagrange multipliers problem

Answer 6

Emotional effects of steroid use seem to depend on the _______ of the steroid used.

Answer 7

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Answer 8

Luella has a pond in her yard. She wants to surround it with 330 feet of fencing. The fencing is sold by the yard. How many yards should she buy?

Answer 9

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Answer 10

https://i.imgur.com/Wjmpc6D.png

Answer 11

Assessment items
Assessment started: undefined.
Item 1

Read the passage.

Dark Star

Giselle leaned against the mahogany bay horse, stroking the white diam

Answer 12

Okay I was gone for a minute BUT I'M BACK NOW

Answer 13

the scatter plot presents Ray's monthly electricity bills and amount of time ray

Answer 14

Which word shares a connotative meaning with the word cheap as it is used in this sentence?

Ashley thought her parents were being cheap when they bought ge

Answer 15

Which revision fixes the dangling modifier in the sentence?

Rowing through the rapids, the canoe began to fill with water.

Answer 16

dangling modifier

Answer 17

Misplaced Modifiers

Answer 18

For which literary work did Joseph Heller use his military experiences as a prima

Answer 19

Calc III Tutorial: Lagrange Multipliers

Answer 20

Can someone translate this for me?

Answer 21

Find the interest due on $1,090 at 8% for 5 years.

43.60
68.13
436.00
681.25