Question

All properties of Proportions are valid, given that there is no ______________ in the denominator of the fraction representing the ratios.

Answer 1

there is no zero in the denominator

Answer 2

Answer:

ZERO

Step-by-step explanation:

We are given that,

'All the properties of proportions are valid, given that there is no __ in the denominator of the fraction representing the ratios'.

Since, the terms in the denominator should be non-zero in order to define a fraction.

Thus, in order for the ratios to be defined, the fractions must have non-zero denominator.

Hence, we get,

'All the properties of proportions are valid, given that there is no ZERO in the denominator of the fraction representing the ratios'.