Number patterns- fill in the gaps. 1/25, 1/5, 1, 5, _, _?

Question

Number patterns- fill in the gaps. 1/25, 1/5, 1, 5, _, _?

Answer 1

the next two will be 25, 125

How to get it:

since this is a geometric sequence, we should first divide the second number from the sequence to the first to get the ratio of the sequence, just like this:

(1/5)÷(1/25)=x

(1/5)(25/1)=5

so, the common ratio is five. We will now just multiply each number by 5, that is why the next two are 25 and 125.

Answer 2

25, 125

Answer 3

1/25,1/5,1,5,25,125,625,...

all are multiples of 5

Answer 4

= 5², 5³

= (5 * 5), (5 * 5 * 5)

= 25, 125

Answer: 25, 125

Just add 1 to previous exponent with 5 as the constant.

Answer 5

the gaps are this: 1/25, 1/5, 1, 5, 25, 125

Answer 6

1/25,1/5,1,5,25,125

Answer 7

You are multiplying by five every time, so the next numbers would be 25, 125.