Question

. 428a+272a= а = га​

Answer 1

Ответ:

Ответ будет 428+272=700а

Answer 2

It appears you have an equation with variables "a" and "гa." Let's solve it step by step:

428a + 272a = гa

First, combine the "a" terms on the left side of the equation:

(428a + 272a) = (428 + 272)a

Now, add the coefficients of "a" on the left side:

(428 + 272)a = 700a

So, the equation becomes:

700a = гa

Now, it seems you want to solve for "гa." To do that, divide both sides of the equation by 700:

(700a) / 700 = (гa) / 700

a = (гa) / 700

To isolate "гa," you can multiply both sides of the equation by 700:

гa = 700a

So, the solution is:

гa = 700a

This equation means that "гa" is equal to 700 times "a." If you have a specific value for "a," you can find the corresponding value of "гa" by multiplying "a" by 700.