
Fill in the boxes with the correct symbol out of <, > and =;
$0\square \dfrac{{ - 7}}{6}$
Answer
623.1k+ views
Hint: In this question, we have to compare two numbers by using greater or less than and equal to symbols. When one number is bigger than the other number; we use greater than sign >. When one number is smaller than the other number; we use less than sign <. When one number is equal to the other number; we use equal to sign =.
Complete Step-by-Step solution:
Now, we have to compare both of two numbers and use the greater or less than and equal to symbol.
We use the number line to represent the both numbers and then we can easily choose the correct symbol.
If we move from left to right on a number line, the right hand side always has a greater number than the number on the left side.
We can easily see number 0 is right hand side of number \[\dfrac{{ - 7}}{6}\] then 0 is greater than\[\dfrac{{ - 7}}{6}\].
So, the answer is $0 > \dfrac{{ - 7}}{6}$
Note: In such types of problems we have to show the number line and represent the both numbers on the number line then move from left to right and observe which number is on the left hand side and which is on the right hand side. So, we know the right hand side number is always greater than the left hand side number on the number line.
Complete Step-by-Step solution:
Now, we have to compare both of two numbers and use the greater or less than and equal to symbol.
We use the number line to represent the both numbers and then we can easily choose the correct symbol.
If we move from left to right on a number line, the right hand side always has a greater number than the number on the left side.
We can easily see number 0 is right hand side of number \[\dfrac{{ - 7}}{6}\] then 0 is greater than\[\dfrac{{ - 7}}{6}\].
So, the answer is $0 > \dfrac{{ - 7}}{6}$
Note: In such types of problems we have to show the number line and represent the both numbers on the number line then move from left to right and observe which number is on the left hand side and which is on the right hand side. So, we know the right hand side number is always greater than the left hand side number on the number line.
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