Question

3(8+b)=3xb+3xb=23+36x_знак умножения

Answer 1

3(8+b)=3b+3b=23+36

24+3b=6b=59

24+3b-6b-59=0

-3b-35=0

-3b=35

b=35/(-3)

b= -11 и 2/3

Answer 2

Let's solve the equation step by step:

1. Distribute the 3 on the left side of the equation: 3 * 8 + 3 * b = 24 + 3b

2. On the right side of the equation, you wrote "3xb + 3xb." I assume it's a typo and you meant "3x * b + 3x * b." In that case, combine like terms on the right side: 3x * b + 3x * b = 6x * b

3. Now, rewrite the equation with the correct expressions: 24 + 3b = 6x * b + 23 + 36x

To solve for 'b,' we'll isolate the variable on one side of the equation:

4. Move the constant terms to the opposite side of the equation: 3b = 6x * b + 23 + 36x - 24

5. Combine the constant terms: 3b = 6x * b + 36x - 1

6. To isolate 'b,' subtract 6x * b from both sides of the equation: 3b - 6x * b = 36x - 1

7. Factor out 'b' on the left side: b(3 - 6x) = 36x - 1

8. Finally, divide both sides by (3 - 6x) to solve for 'b': b = (36x - 1) / (3 - 6x)

That's the solution for 'b' in terms of 'x' based on the given equation.