Question

2:(3c+6)+(c#c-c-3):(c#c-4)-1=? #-умножить

Answer 1

$\frac{c + 1}{3c {}^{2} - 12 }$

Answer 2

To solve the expression, let's break it down step by step:

1. Start with the first part of the expression: 2:(3c+6) This means dividing 2 by (3c+6).

   2 / (3c + 6) = 2 / (3c + 6)

2. Move on to the second part of the expression: (c#c - c - 3) Here, #(c#c - c - 3) means multiplying the result of the expression (c#c - c - 3) by -1.

   -1 * (c#c - c - 3) = -1 * (c#c - c - 3)

3. Finally, combine the results of the first and second parts and subtract 1: (2 / (3c + 6)) - 1 - 1 * (c#c - c - 3)

Note: The "#" symbol typically represents multiplication in mathematical expressions, but it is not commonly used. It is more commonly denoted by the "*" symbol.