math unit 10 (part 1) concepts

Sn =

• the sum of the terms

• the last term in the sequence

• the first term in the sequence

• the value in which the terms of the series are approaching

Tags

CCSS.HSA.SSE.B.4

An refers to

• 1 term (the nth term) of a series

• the first term of a series

• the sum of the series

• the last/approaching term of the series

Tags

CCSS.HSF.BF.A.2

for a geometric series, if |r| < 1, the series

• converges

• diverges

for a geometric series, if |r| > 1, the series

• converges

• diverges

the equation for the sum (Sn) of a geometric series is

• a1 / 1-r

• 1 / a-r

• r / a-1

• a1 / 1+r

Tags

CCSS.HSA.SSE.B.4

if 2 series, Ak and Bk are both convergent, then their sum/difference is

• also convergent

• divergent

• non-existence

• infinity

for the nth term test, if the limit approaching infinity = 0,

• the series converges

• the series diverges

• the nth term test fails/is inconclusive

• the nth term is also infinity

the series diverges as the terms get

• smaller

• larger

• closer to 0

• closer to 1

An = 0 means the difference between the terms in the series

• get closer and closer to 0

• add up to equal 0

• subtract to equal 0

• have an nth term equalling 0

when using the nth term test, if the limit approaching infinity doesn't equal 0,

• the series diverges

• the series converges

• the test is conclusive

• the test is inconclusive