Question

0,7(4)2,4(25)3,(27)0,(512)1,23(9)​

Answer 1

Пошаговое объяснение:

0,7(4) = (74-7)/90 = 67/90

2,4(25) = 2 (425-4)/990 = 2 421/990

3,(27) = 3 (27-0)/99 = 3 27/99 = 3 3/11

0,(512) = (512-0)/999 = 512/999

1,23(9) = 1 (349-23)/900 = 1 216/900 = 1 6/25

Answer 2

The given sequence appears to contain a combination of numbers and parentheses. It seems that numbers enclosed in parentheses represent exponentiation or raising a number to a certain power. Let's break down the sequence:

0, 7(4), 2, 4(25), 3, (27), 0, (512), 1, 23(9)

Let's interpret each element individually:

0: This is simply the number zero.

7(4): This means 7 raised to the power of 4, which is 7^4 = 7 * 7 * 7 * 7 = 2401.

2: This is the number two.

4(25): This means 4 raised to the power of 25, which is 4^25.

3: This is the number three.

(27): This means 27 raised to the power of 1, which is 27^1 = 27.

0: This is again the number zero.

(512): This means 512 raised to the power of 1, which is 512^1 = 512.

1: This is the number one.

23(9): This means 23 raised to the power of 9, which is 23^9.

Note that for the elements with parentheses, I haven't computed the actual values since they involve large numbers, which may not be practical to calculate here. However, the pattern seems to indicate that the numbers within parentheses are raised to the powers mentioned outside the parentheses.

So, the sequence can be represented as:

0, 2401, 2, 4^25, 3, 27, 0, 512, 1, 23^9