Question

( (4.6325 - 13/18, 9/26) * 9/4 + 2 ,5:1,25:6,15), 53 68 ( 1 2 -0.315)0,125+( 5 6 - 2 12 )(0,358-1,4196:13,7) .

Answer 1

Ответ:

Пошаговое объяснение:

прикрепил примерное решение, там все написано

Answer 2

It looks like you've provided a mathematical expression with a mix of numbers, operators, and parentheses. Let's break down the expression step by step to simplify it:

1. Start with the first set of parentheses: (4.6325 - 13/18, 9/26)

   In this part, it appears that you're subtracting two values: 4.6325 and (13/18, 9/26). However, the comma inside the parentheses seems unusual. If you meant to subtract these two fractions, you can calculate it as follows:

   (13/18 - 9/26)

   To perform this subtraction, find a common denominator, which is 468: (13/18 * 26/26 - 9/26 * 18/18) (338/468 - 162/468)

   Now, subtract the fractions: (338/468 - 162/468) = 176/468

   Simplify the fraction: 176/468 = 44/117

2. Moving on to the next set of parentheses: (5:1, 25:6, 15)

   It seems like you have three ratios separated by colons. You can simplify these ratios as follows:

   5:1 = 5 25:6 = 25/6 15 = 15

3. Continue with the larger expression: (44/117 * 9/4 + 2, 5:1, 25:6, 15)

   Now, we'll calculate the multiplication and addition: (44/117 * 9/4 + 2, 5:1, 25:6, 15) (44/117 * 9/4 + 2, 5, 25/6, 15)

   Calculate the product of the fractions: (44/117 * 9/4) = 396/4680

   Simplify the fraction: 396/4680 = 1/15

   Now, the expression becomes: (1/15 + 2, 5, 25/6, 15)

4. Next, simplify the addition: (1/15 + 2, 5, 25/6, 15) (1/15 + 2 + 5 + 25/6 + 15)

   Convert all the terms to a common denominator: (1/15 + 30/15 + 75/15 + 25/6 + 15)

   Now, add the fractions: (1/15 + 30/15 + 75/15 + 25/6 + 15) = (131/15 + 25/6 + 15)

5. Continue simplifying: (131/15 + 25/6 + 15)

   Find a common denominator between 15 and 6, which is 30: (131/15 + 125/30 + 450/30)

   Add the fractions: (131/15 + 125/30 + 450/30) = (262/30 + 125/30 + 450/30)

   Now, add the numerators: (262/30 + 125/30 + 450/30) = 837/30

   Simplify the fraction: 837/30 = 139.5

So, the simplified result of your expression is approximately 139.5.