-45:?<0
\( -45:?<0 \)
\( -73:?<0 \)
Insert the appropriate sign for the following expression:
\( -12:-8:?>0 \)
Insert the compatible sign for the following expression:
\( -2:-1947:?>0 \)
\( -12:-\frac{1}{4}:?>0 \)
-45:?<0
Let's pay attention to the exercise on the left side of the page in terms of the plus and minus signs.
The exercise looks like this:
Our result needs to be less than zero, and therefore we need a positive number in order to get a negative result.
Therefore:
- < 0
So the answer is
-73:?<0
Let's pay attention to the exercise on the left side of the page in terms of the plus and minus signs.
The exercise looks like this:
In other words, we need to divide by a number that will give us a result smaller than 0, therefore:
- < 0
So the answer is
Insert the appropriate sign for the following expression:
-12:-8:?>0
Let's pay attention to the exercise on the left side in terms of plus and minus signs.
The exercise looks like this:
If we solve the equation from left to right, we can see that we first divide a negative number by a negative number, therefore:
Now the exercise is:
Our result needs to be greater than zero, and therefore we need a positive number, in order for the number to be positive.
Therefore:
+ > 0
Therefore the answer is
Insert the compatible sign for the following expression:
-2:-1947:?>0
Let's pay attention to the exercise on the left page regarding the plus and minus signs.
The exercise looks like this:
If we solve the equation from left to right, we can see that we first divide a negative number by a negative number, so the result will be positive:
This means that now we need to divide a positive number by some number that will give us a result greater than 0, therefore:
+ > 0
Therefore the answer is
-12:-\frac{1}{4}:?>0
Let's pay attention to the exercise on the left side in terms of plus and minus signs.
The exercise looks like this:
If we solve the equation from left to right, we can see that we first divide a negative number by a negative number.
This means the result we get is a positive number:
Now the remaining exercise is:
Our result needs to be greater than zero, and therefore we need a positive number, in order to get a positive number in the exercise.
Therefore:
+ > 0
Therefore the answer is
Insert the compatible sign for the following expression:
\( -53:?:+3>0 \)
Select the compatible sign for the following expression:
\( +2:?:+12<0 \)
\( ?:+39:+409<0 \)
Insert the compatible sign for the following expression:
-53:?:+3>0
Let's pay attention to the exercise on the left side in terms of plus and minus signs.
The exercise looks like this:
If we solve the equation from left to right, we can see that we first divide a negative number by some number:
Our result needs to be greater than zero, and therefore our first operation must give us a positive number, so that in the final operation the resulting number will be positive.
Therefore:
+ > 0
Therefore the answer is
Select the compatible sign for the following expression:
+2:?:+12<0
Let's pay attention to the exercise on the left side in terms of plus and minus signs.
The exercise looks like this:
If we solve the equation from left to right, we can see that we first divide a positive number by some number:
Since the next operation is also division by a positive number, we need a negative number in order for the result to be less than 0:
- < 0
Therefore the answer is
?:+39:+409<0
Let's pay attention to the exercise on the left side in terms of plus and minus signs.
The exercise looks like this:
If we solve the equation from left to right, we can see that we first divide a number by a positive number:
If we use a positive number, we'll get a positive number, and then in the next exercise, dividing a positive number by a positive number would result in a number greater than zero.
Therefore, we need to divide a negative number by a positive number in order to get a negative number.
Therefore:
- < 0
Therefore the answer is