Question

27,3:(0,2y-1,8)=2,6помоготе решить

Answer 1

$\frac{27.3}{0.2y - 1.8} = 2.6 \\ 2.6(0.2y - 1.8) = 27.3 \\ 0.52y - 4.68 = 27.3 \\ 0.52y = 27.3 - 4.68 \\ 0.52y = 22.62 \\ y = 22.62 \div 0.52 \\ y = 43.5$

Ответ: 43,5.

Answer 2

It seems like you have provided an equation, but it is not clear what you want to do with it. The equation you provided is written in a format that is unfamiliar to me, and the symbols are not well-defined. However, I will try to interpret and solve it based on what I can understand.

If I assume that the equation is: 27.3 : (0, 2y - 1, 8) = 2.6, then it looks like a division equation with some unusual notation. It seems like you are trying to solve for the value of 'y'. Let's proceed with the assumption and try to solve for 'y':

27.3 : (0, 2y - 1, 8) = 2.6

To make it a regular division equation, let's remove the commas and rewrite it:

27.3 / (0 + 2y - 1.8) = 2.6

Simplify the expression inside the parentheses:

27.3 / (2y - 1.8) = 2.6

Now, to solve for 'y', we can follow these steps:

Step 1: Get rid of the fraction by multiplying both sides by (2y - 1.8):

27.3 = 2.6 * (2y - 1.8)

Step 2: Distribute the 2.6 on the right side:

27.3 = 5.2y - 4.68

Step 3: Isolate 'y' by moving constants to the other side:

5.2y = 27.3 + 4.68 5.2y = 31.98

Step 4: Solve for 'y' by dividing both sides by 5.2:

y = 31.98 / 5.2 y ≈ 6.15

So, the value of 'y' that solves the equation is approximately 6.15.