Question

5/11 +а,если а =1/11×3/11×5/11​

Answer 1

Ответ:

15/11 - это а

5/11+15/11=20/11

20/11= 1 целая 9/11

Пошаговое объяснение:

Answer 2

To solve this expression, first, calculate the value of 'a':

a = (1/11) * (3/11) * (5/11)

a = (3/11) * (5/11^2)

Now, let's find the common denominator for adding the fractions:

5/11 + a = 5/11 + [(3/11) * (5/11^2)]

To add these fractions, you need to find a common denominator, which in this case is 11^2:

5/11 + [(3/11) * (5/11^2)] = (5/11) + [(3/11) * (5/121)]

Now, multiply 3/11 by 5/121:

(3/11) * (5/121) = (15/11) * (1/121)

Now, you can add the fractions:

(5/11) + [(15/11) * (1/121)] = (5/11) + (15/11) * (1/121)

Now, you can add the fractions:

(5/11) + (15/11) * (1/121) = (5/11) + (15/121)

Now, add these fractions:

(5/11) + (15/121) = (605/121) + (15/121)

Now, you have a common denominator, so you can add the fractions:

(605/121) + (15/121) = (605 + 15) / 121

Finally, simplify the numerator:

(605 + 15) = 620

So, the final answer is:

620/121