How do you write an equation for the opposite of the opposite of -12?
Answer
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Hint: This question is from the topic of algebra. In this question, we have to find the equation for the opposite of the opposite of -12. In solving this question, we will first understand the term opposite. After that, we will find the opposite of -12. After that, we will find the opposite of the opposite of -12. After that, we will get our answer.
Complete step-by-step solution:
Let us solve this question.
In this question, we have asked to find the equation for the opposite of the opposite of -12.
So, let us first understand the term opposite.
The term opposite of a number is a number which is on the other side of zero in the number line, and the distance of the opposite of the number from zero is the same as the distance of the number from zero. We can understand this from the following:
We can see from the above number line that 1 and -1 are at the same distance from zero and they are opposite to each other. Similarly, for the numbers -2 and 2, -3 and 3, and many more are the same distance from zero and are opposite to each other.
So, we can say that the opposite of -12 will be 12 and the opposite of 12 will be -12. Hence the opposite of the opposite of -12 is -12
Note: We should have a better knowledge in the topic of algebra to solve this type of question easily.
We should know the opposite of a number. The opposite of a number is the other number which is at the same distance from the zero in the number line. Or, we can say that the opposite of a number is always equal to the negative of that number.
Complete step-by-step solution:
Let us solve this question.
In this question, we have asked to find the equation for the opposite of the opposite of -12.
So, let us first understand the term opposite.
The term opposite of a number is a number which is on the other side of zero in the number line, and the distance of the opposite of the number from zero is the same as the distance of the number from zero. We can understand this from the following:
We can see from the above number line that 1 and -1 are at the same distance from zero and they are opposite to each other. Similarly, for the numbers -2 and 2, -3 and 3, and many more are the same distance from zero and are opposite to each other.
So, we can say that the opposite of -12 will be 12 and the opposite of 12 will be -12. Hence the opposite of the opposite of -12 is -12
Note: We should have a better knowledge in the topic of algebra to solve this type of question easily.
We should know the opposite of a number. The opposite of a number is the other number which is at the same distance from the zero in the number line. Or, we can say that the opposite of a number is always equal to the negative of that number.
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