Question

64+(-32х)+84-36х=50х+150-(15х)

Answer 1

64-32x+84-36x=50x+150-15x
-32x-36x-50x+15x=150-64-84
-103x=2
x= -2/103

Answer 2

64+(-32х)+84-36х=50х+150-(15х)
64-32x+84-36x=50x+150-15x
-32x-36x-50x+15x=150-64-84
-103x=2
x=-2/103

Answer 3

To solve the equation, we need to simplify and combine like terms on both sides to isolate the variable (x). Let's do that step-by-step:

1. Start by combining the x terms on the left side: 64 + (-32x) + 84 - 36x = 50x + 150 - (15x)

2. Combine the constant terms on both sides: (64 + 84) + (-32x - 36x) = 50x + 150 - 15x

3. Simplify further: 148 - 68x = 50x + 150 - 15x

4. Now, let's get all the x terms on one side by adding 68x and subtracting 50x from both sides of the equation: 148 - 68x + 50x = 50x + 150 - 15x + 68x

5. Simplify the x terms: 148 - 18x = 150 + 68x

6. Next, get all the constant terms on one side by subtracting 148 from both sides of the equation: 148 - 148 - 18x = 150 + 68x - 148

7. Simplify the constant terms: -18x = 68x + 2

8. Now, move all the x terms to one side by subtracting 68x from both sides: -18x - 68x = 68x + 2 - 68x

9. Simplify the x terms: -86x = 2

10. Finally, isolate x by dividing both sides by -86: x = 2 / -86

Now, simplify the fraction, if possible: x = -1 / 43

So, the solution to the equation is x = -1/43.