Question

(7-x)*6= 9*(y+4)=(5z+4t)*8=97y+43y=(7z-2z)+4=Расписать примеры полностью.

Answer 1

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Answer 2

Sure, let's solve each equation step by step:

1. (7 - x) * 6 = 9 * (y + 4)

Step 1: Distribute the multiplication on the left side. 6 * 7 - 6 * x = 9 * (y + 4)

Step 2: Simplify both sides. 42 - 6x = 9y + 36

Step 3: Move the terms with 'x' and 'y' to one side and constants to the other side. -6x - 9y = 36 - 42 -6x - 9y = -6

2. 97y + 43y = (7z - 2z) + 4

Step 1: Combine the like terms on the left side. 140y = 5z + 4

3. 9 * (y + 4) = (5z + 4t) * 8

Step 1: Distribute the multiplication on the left side. 9y + 36 = 40z + 32t

Now we have a system of three equations:

1. -6x - 9y = -6
2. 140y = 5z + 4
3. 9y + 36 = 40z + 32t

To solve this system, we can use substitution or elimination method. However, as the number of variables exceeds two, it's difficult to find unique solutions without additional information or constraints. If you have specific values for any of the variables or any other equations relating them, please provide that information, and I can help you find the solutions.