Trick questions knowt

idk

no

Can you prove convergence via the nth term test

inconclusive

Lima_n=0

n→oo

(nth test)

no

Can you prove divergence via the telescoping test

inconclusive

lim(a_n+1)/a_n=1

n→oo

(ratio test)

true

(true/false)

Any b_n test is when you pick a function-similar to the one in question-that has already been proven to be convergent or divergent to determine the convergence of the function, a_n in question.

false

(true/false)

if you get a result of 1 in either the root test or the ratio test, we know that a_n diverges

false

(true/false)

You may use the integral test if f(n) meets the following:

1.) f(n) is continuous

2.) f(n) is negative

3.) f(n) decreasing

false

(true/false)

if an absolute value test results in an infinite value (inconclusive), but another test shows that a_n is convergent; then it is convergent just like any other non-oscillating a_n function. No need to add any stupid elaborate wording here that college board can use to mark you down.