Question

В одном амбаре было 3 1\16 т сена, а в другом на 1 7\8 т меньше чем в первом. Сколько тонн сена в обоих амбарах?

Answer 1

1)3 1/16-1 7/8= 3 1/16-1 14/16= 2 17/16- 1 14/16= 1 3/16(т)- в другом амбаре
2) 3 1/16+ 1 3/16= 4 4/16(т)- в обоих амбарах
Ответ: в обоих амбарах 4 4/16т сена

Answer 2

3. 1/16-1.7/8=3. 1/16-1. 14/16=1. 3/16 т во 2 амбаре
3 1/16+1 3/16=4 4/16=4 1/4т в двух амбарах

Answer 3

Calculating the Total Hay in Both Barns

To calculate the total amount of hay in both barns, we can use the given information about the hay in each barn.

Let's denote the amount of hay in the first barn as x tons and the amount of hay in the second barn as y tons.

According to the given information: - In the first barn, there was 3 1/16 tons of hay. - In the second barn, there was 1 7/8 tons less hay than in the first barn.

We can express the amount of hay in the second barn in terms of x: y = x - 1 7/8

Now, we can calculate the total amount of hay in both barns by adding the hay in the first and second barns: Total hay = x + y

Let's calculate the total amount of hay in both barns using the given information.

Calculation

First, let's convert the mixed numbers to improper fractions: - 3 1/16 = 49/16 - 1 7/8 = 15/8

Now, we can substitute these values into the equation: y = x - 15/8

The total amount of hay in both barns is: Total hay = x + (x - 15/8) Total hay = 2x - 15/8

Answer

The total amount of hay in both barns is 2x - 15/8 tons.