1. В уравнении 5 целых 45/100 + 6 целых 1/9 нужно первым делом приравнять целые числа к общему знаменателю, то есть 9. Получится 45/100 + 6/9.
2. Затем сложим дроби, выведя их к общему знаменателю: 45/100 + 6/9 = (45 * 9) / (100 * 9) + (6 * 100) / (9 * 100) = 405/900 + 600/900 = 1005/900.
3. Разделим полученную дробь на целое число 900/900 и получим ответ: 1005/900 = 1 целое 105/900.

To simplify a fraction, we need to find the greatest common factor (GCF) of the numerator and denominator. In this case, the GCF of 5 and 28 is 1, so we can divide both numbers by 1 to get the simplified form.

Therefore, the simplified fraction is 5*227/1*28 = 5*227/28 = 1135/28.

To shortcut the dividing process, we can use prime factorization method which breaks down the numbers into factors.

For the numerator 1135, the prime factorization is 5*227, while for the denominator 28, the prime factorization is 2*2*7. Then, we can cancel out common factors and simplify.

So, the simplified fraction is still 5*227/28 = 1135/28.