How do u solve this I(-2)(2)I +8-6 I3I +3(-2) an the "I" represents a parellel line
Solve it step by step. Add up the three or four terms.
|(-2)(2)| = +4
3(-2) = -6
|3| = 3
Are there supposed to be parentheses around 8-6? I do not know what the |3| multiplies, the way you wrote it.
what is the slope of a parellel line with this equation -x - 3y=2
To solve the expression I(-2)(2)I + 8 - 6 I3I + 3(-2), we need to understand the meaning of the "I" symbol in this context. Typically, the "I" symbol represents the absolute value, an operation that returns the positive value of a number, regardless of its sign.
Now, let's break down the expression step by step:
1. I(-2)(2)I
To simplify this part, we will use the absolute value operation.
The expression inside the absolute value symbols is -2 multiplied by 2, which equals -4. Since we want the absolute value, which is always positive, the result is 4.
2. 8 - 6 I3I
Next, we encounter another absolute value expression inside the subtraction operation.
The expression inside the absolute value symbols is 3. So, we take the absolute value of 3, which is 3. Therefore, this part simplifies to 8 - 6 * 3, which equals 8 - 18, resulting in -10.
3. 3(-2)
Finally, we multiply 3 by -2, which gives us -6.
Now, let's combine all the simplified parts:
4 + (-10) + (-6) = -2
So, the solution to the given expression is -2.