Question

53940:56=?85282:79=?555555:834=?285140:472=?Срочно нужно!(с остатком)

Answer 1

228.9
337.5
228.7
666.6

Answer 2

To solve these equations with remainders, we need to use the modulo operator (%). The modulo operator gives the remainder when one number is divided by another. Let's solve each equation:

1. 53940 divided by 56: 53940 ÷ 56 = 963 with a remainder of 12. So, 53940:56 = 963 (with a remainder of 12).

2. 85282 divided by 79: 85282 ÷ 79 = 1080 with a remainder of 62. So, 85282:79 = 1080 (with a remainder of 62).

3. 555555 divided by 834: 555555 ÷ 834 = 666 with a remainder of 741. So, 555555:834 = 666 (with a remainder of 741).

4. 285140 divided by 472: 285140 ÷ 472 = 604 with a remainder of 52. So, 285140:472 = 604 (with a remainder of 52).

The solutions to the equations are as follows:

1. 53940:56 = 963 (with a remainder of 12).
2. 85282:79 = 1080 (with a remainder of 62).
3. 555555:834 = 666 (with a remainder of 741).
4. 285140:472 = 604 (with a remainder of 52).