Question

28m+30n+31k= 365 решите очкнь срочнооо!!! пжджжж

Answer 1

28m+30n+31k= 365 число месяцев в году
если февраль имеет  28 дней
4 месяца по 30 дней (апрель, июнь, сентябрь , ноябрь)
остальные  7 месяца по 31 дней
28* 1  + 30*4+ 31*7 =365

m=1 , n= 4 , k=7
можно и искать другие решения

Answer 2

To solve the equation 28m + 30n + 31k = 365, we need to find the values of m, n, and k that satisfy the equation. Let's break down the steps to solve it:

Step 1: Simplify the equation

To simplify the equation, we can start by rearranging the terms: 28m + 30n + 31k = 365

Step 2: Isolate one variable

To solve for one variable, we need to isolate it on one side of the equation. Let's isolate m: 28m = 365 - 30n - 31k

Step 3: Solve for m

Now, divide both sides of the equation by 28 to solve for m: m = (365 - 30n - 31k) / 28

Step 4: Substitute values for n and k

To find specific values for m, we need to substitute values for n and k. However, since you haven't provided any specific values for n and k, we cannot find a unique solution for m.

Without specific values for n and k, we can only express m in terms of n and k using the equation derived in Step 3.

Please provide specific values for n and k if you want to find a unique solution for m.