Question
From the following identify the one that is not equivalent to
Hint:
Equivalent values of a fraction are those which can be obtained by multiplying the numerator and denominator by the same number.
The correct answer is:
The correct answer is option d, .
The given value is . For the equivalent multiples the denominator and numerator should have the same factor. Here, when we factorize , we get which is not the same as .
Related Questions to study
5 + (-6) = _________.
5 + (-6) = _________.
22 + (-16) = ___________.
22 + (-16) = ___________.
Compute: 0 + (-5) + (-2)
Compute: 0 + (-5) + (-2)
Subtract: -6 from -3.
Subtract: -6 from -3.
(-3) + (-9) =____
(-3) + (-9) =____
The number that must be added to -23 to get -9 is_________.
The number that must be added to -23 to get -9 is_________.
(-8) + (-9) = ________.
(-8) + (-9) = ________.
(- 42) + (- 35) = _________.
(- 42) + (- 35) = _________.
Sum of two negative integers is ______.
The sum of of negative numbers are always negative. You add the individual numbers and them assign the negative sign to it.
Thus, option a is the correct answer.
Sum of two negative integers is ______.
The sum of of negative numbers are always negative. You add the individual numbers and them assign the negative sign to it.
Thus, option a is the correct answer.
If , then x = __________
If , then x = __________
The rational number in standard form is _______.
The rational number in standard form is _______.
Add – 36 to the difference of – 8 and – 68.
We are asked to add -36 to the difference of – 8 and – 68.
So, the difference of – 8 and – 68 is -8-(-68)=-8+68=60. Here, -(-68)=68.
Now, add -36 to 60, we have: -36+60=24.
The correct answer is option option c.
Add – 36 to the difference of – 8 and – 68.
We are asked to add -36 to the difference of – 8 and – 68.
So, the difference of – 8 and – 68 is -8-(-68)=-8+68=60. Here, -(-68)=68.
Now, add -36 to 60, we have: -36+60=24.
The correct answer is option option c.