Question

8-27=(__-3)(4+___+9)

Answer 1

Ответ:(11-3)(4+14+9)

Объяснение:

Answer 2

Let's solve this equation step by step:

1. Start by simplifying the expressions on both sides of the equation:

   8 - 27 = (__ - 3)(4 + ___ + 9)

2. Calculate the left side of the equation:

   8 - 27 = -19

3. Now, we need to find two numbers that can replace the underscores on the right side of the equation to make it true.

   We need to find two numbers (let's call them A and B) such that:

   (A - 3)(4 + B + 9) = -19

4. We can start by finding A. Rearrange the equation:

   (A - 3)(4 + B + 9) = -19

   13 + (A - 3)(4 + B) = -19

   (A - 3)(4 + B) = -19 - 13

   (A - 3)(4 + B) = -32

5. Now, we need to find two numbers A and B that satisfy the equation:

   (A - 3)(4 + B) = -32

   We can see that A - 3 must be a factor of -32, and 4 + B must be the other factor. We need to find factors of -32 that work:

   -32 can be factored as: -32 = 1 * (-32) -32 = 2 * (-16) -32 = 4 * (-8) -32 = 8 * (-4)

   Now, let's see if any of these pairs can be used as (A - 3) and (4 + B):

   For the first pair (1 * (-32)), we have: A - 3 = 1 4 + B = -32

   This doesn't work because A - 3 = 1 implies A = 4, but then 4 + B = -32 is not possible.

   Let's try the second pair (2 * (-16)):

   A - 3 = 2 4 + B = -16

   This also doesn't work because A - 3 = 2 implies A = 5, but then 4 + B = -16 is not possible.

   Let's try the third pair (4 * (-8)):

   A - 3 = 4 4 + B = -8

   This works because A - 3 = 4 implies A = 7, and 4 + B = -8 implies B = -12.

6. So, we've found the values of A and B:

   A = 7 B = -12

Now, we can substitute these values back into the original equation to check if it holds:

(7 - 3)(4 + (-12) + 9) = -19

(4)(1) = -19

4 = -19

Since the equation 4 = -19 is not true, there must be an error in the initial equation or the way it was constructed. Please double-check the equation for any mistakes or missing information.