Question

1 1/24 * 11 1/5 решите

Answer 1

1 1/24 * 11 1/5 =25/24*56/5=35/3=11 2/3

Answer 2

To solve this expression, we need to convert the mixed numbers into improper fractions and then perform the multiplication and subtraction.

First, let's convert the mixed numbers:

1 1/24 = 25/24 11 1/5 = 56/5

Now, we can multiply:

25/24 * 56/5 = (2556)/(245) = 1400/120

Next, we simplify the fraction by finding the greatest common factor of 1400 and 120, which is 40:

1400/120 = (1400/40)/(120/40) = 35/3

Finally, we subtract:

11 1/5 - 1 1/24 = 56/5 - 25/24 = (1344/120) - (25/24) = (1344 - 250)/120 = 1094/120

Therefore, the solution is:

35/3 - 1094/120 = (1400/120) - (1094/120) = 306/120 = 51/20

So the answer is 51/20.

Answer 3

To solve this expression, we need to convert the mixed numbers into improper fractions and then perform the multiplication. Here are the steps:

1 1/24 can be written as (24/24 + 1/24) = 25/24 11 1/5 can be written as (5*11 + 1)/5 = 56/5

So the expression 1 1/24 * 11 1/5 becomes (25/24) * (56/5)

To multiply these fractions, we first simplify them by canceling out any common factors between the numerators and denominators. In this case, we can simplify 25 and 5 by dividing both by 5:

(25/24) * (56/5) = (5/24 * 56) = (5/6 * 7) = 35/6

Therefore, the solution to the expression 1 1/24 * 11 1/5 is 35/6 or 5 5/6 as a mixed number.