Question

In a geometric sequence where r > 1, the terms always increase.

Answer 1

what if our starting term is 1/10 ?

Answer 2

its a true or false question

Answer 3

and what if our starting term is .... does the statment hodl true or false?

Answer 4

false??

Answer 5

try it out, if its not going to hold then itll not hold for this

.1(10) = 1
1(10) = 10
10(10) = 100

it holds

Answer 6

so then its true

Answer 7

what if the starting term is negative?

Answer 8

-1(10) = -10
-10(10) = -100

that one is getting smaller in values

Answer 9

does increasing mean getting more postive? or is it a relative thing and further from zero is bigger than closer to zero?

Answer 10

its true thank you

Answer 11

yw