Question

5 7/18-(x-2 5/18)=113​

Answer 1

Ответ:

Пошаговое объяснение:

х - 2. 5/18 = 5. 7/18 - 113

х - 2. 5/18 = 5. 7/18 - 112. 18/18

х - 2. 5/18 = -107. 11/18

х = -107. 11/18 + 2. 5/18

х = -105. 6/18

х = -105. 1/3

Answer 2

To solve the equation 5 7/18 - (x - 2 5/18) = 113, you can follow these steps:

1. First, subtract 5 7/18 from both sides of the equation to isolate the term with the variable (x):

   (5 7/18) - (5 7/18 - (x - 2 5/18)) = 113 - 5 7/18

2. Simplify the left side of the equation:

   (5 7/18) - (5 7/18 - (x - 2 5/18)) = 113 - 5 7/18 (5 7/18) - 5 7/18 + (x - 2 5/18) = 113 - 5 7/18

3. Now, you can simplify further by canceling out the (5 7/18) terms on the left side:

   x - 2 5/18 = 113 - 5 7/18

4. Next, add 2 5/18 to both sides of the equation to solve for x:

   x - 2 5/18 + 2 5/18 = 113 - 5 7/18 + 2 5/18

5. Simplify:

   x = 113 - 5 7/18 + 2 5/18

Now, you need to perform the arithmetic on the right side to find the value of x:

x = 113 - (5 7/18 - 2 5/18)

To subtract fractions, you need a common denominator:

x = 113 - [(5 * 18 + 7) / 18 - (2 * 18 + 5) / 18]

x = 113 - [(90/18 + 7/18) - (36/18 + 5/18)]

x = 113 - [(97/18) - (41/18)]

Now, subtract the fractions:

x = 113 - (97/18 - 41/18)

x = 113 - 56/18

x = 113 - 14/3

To simplify the final result, you can convert 113 to a fraction with a common denominator:

x = (339/3) - (14/3)

Now, subtract the fractions:

x = (339 - 14) / 3

x = 325 / 3

So, the solution to the equation is:

x = 325/3