Question

Наступний член геометричної прогресії 3;6;... дорівнює

Answer 1

Ответ:

12

Объяснение:

так как 3 × 2 ＝6 и 6 × 2＝12

Answer 2

To find the next term in a geometric progression, we need to identify the common ratio (r) first. The common ratio is the factor by which each term is multiplied to get the next term. We can find the common ratio (r) by dividing any term by the previous term.

Let's find the common ratio (r) using the given terms: 1st term = 3 2nd term = 6

r = 2nd term / 1st term r = 6 / 3 r = 2

Now that we have the common ratio (r = 2), we can find the next term in the geometric progression by multiplying the last term (6) by the common ratio (2).

Next term = Last term * Common ratio Next term = 6 * 2 Next term = 12

So, the next term in the geometric progression is 12.