Question

Вычислите 25^6*5^7:125^5

Answer 1

(5^7*5^7):5^7=5^7===>78125

Answer 2

To compute this expression, let's simplify each part step by step:

1. 25^6: 25^6 = 25 * 25 * 25 * 25 * 25 * 25 = 15,625 * 15,625 * 15,625 = 244,140,625

2. 5^7: 5^7 = 5 * 5 * 5 * 5 * 5 * 5 * 5 = 78,125

3. 125^5: 125^5 = 125 * 125 * 125 * 125 * 125 = 1,953,125

Now, let's put all the simplified parts together:

25^6 * 5^7 / 125^5 = 244,140,625 * 78,125 / 1,953,125

Next, we can cancel out common factors to simplify further:

244,140,625 * 78,125 / 1,953,125 = 3125 * 78,125

Now, multiply the numbers:

3125 * 78,125 = 244,140,625

So, the final answer is 244,140,625.