Question

37+t-14= 33+(b+444)= s-1-111-1111= u-(45+405)= Решите пожалуйста))

Answer 1

37+t-14==23-t
33+(b+444)=33+b+444=b+477
s-1-111-1111=s-(1+111+1111)=s-1223
u-(45+405)=u-450

Answer 2

Problem Statement

You have provided a set of equations and asked for their solutions. Let's solve each equation step by step.

1. 37t - 14 = 33 To solve this equation, we'll isolate the variable t by performing the necessary operations.

First, we'll add 14 to both sides of the equation: 37t - 14 + 14 = 33 + 14 This simplifies to: 37t = 47

Next, we'll divide both sides of the equation by 37 to solve for t: (37t)/37 = 47/37 This simplifies to: t = 47/37

Therefore, the solution to the equation 37t - 14 = 33 is t = 47/37.

2. (b + 444) = s - 1 - 111 - 1111 To solve this equation, we'll simplify the expression on the right side first.

-1 - 111 - 1111 simplifies to -1223.

So the equation becomes: b + 444 = s - 1223

To isolate the variable b, we'll subtract 444 from both sides of the equation: b + 444 - 444 = s - 1223 - 444 This simplifies to: b = s - 1667

Therefore, the solution to the equation (b + 444) = s - 1 - 111 - 1111 is b = s - 1667.

3. u - (45 + 405) = ? To solve this equation, we'll simplify the expression inside the parentheses first.

45 + 405 simplifies to 450.

So the equation becomes: u - 450 = ?

Since there is no specific value given on the right side, the solution to this equation is u = 450 + ?.

In summary, the solutions to the given equations are: 1. 37t - 14 = 33: t = 47/37 2. (b + 444) = s - 1 - 111 - 1111: b = s - 1667 3. u - (45 + 405) = ?: u = 450 + ?