What is the reciprocal of
(-1/7)(14/3)(9)
If you multiply all of them it equals to -6. the reciprocal of -6 is 6.
The negative, not the reciprocal, of -6 is 6.
To find the reciprocal of a fraction, you simply need to flip the numerator and denominator.
To find the reciprocal of (-1/7)(14/3)(9), you need to find the reciprocal of each fraction individually.
Reciprocal of -1/7:
For the reciprocal of -1/7, you need to flip the position of the numerator and denominator:
Reciprocal of -1/7 = -7/1
Reciprocal of 14/3:
For the reciprocal of 14/3, you need to flip the position of the numerator and denominator:
Reciprocal of 14/3 = 3/14
Reciprocal of 9:
For the reciprocal of 9, the number itself is already a whole number, so the reciprocal is simply 1/9.
Now, multiply the reciprocals together:
(-1/7)(14/3)(9) = (-7/1)(3/14)(1/9)
Multiplying the numerators (-7)(3)(1) and multiplying the denominators (1)(14)(9), you get -21/126.
Therefore, the reciprocal of (-1/7)(14/3)(9) is -126/21.