Question

what is the smallest rational number that can be formed using 2 of the numbers below in the form of p/q? 434,769,203,933,175,355​

Answer 1

Given: The numbers 434,769,203,933,175,355​

To find:  the smallest rational number that can be formed using 2 of the numbers below in the form of p/q?

Solution:

• Now we have given the numbers:  434,769,203,933,175,355​

• The number to be found is smallest in the form of p/q.

• Rational number:  A rational number is a number that can be written as a ratio. That means it can be written as  a fraction, in which both the numerator (the number on top) and the denominator (the  number on the bottom) are whole numbers.

• So, for the smallest rational number numerator (p) will be the smallest number and denominator (q) will be  the largest number.

• So, let p = 50 and q = 964

• The rational number is:

                 50/964

Answer:

          Hence, the smallest rational number is 50/964

Answer 2

Answer: $\frac{175}{933}$

Step-by-step explanation:

• A rational number is a number in the form of a fraction or one can say in the form of $\frac{p}{q}$ where p<q and also q≠0.
• The numbers given are 434,769,203,933,175,355​.
• To form a rational number we must select the largest number and the smallest number.
• The largest number is 933.
• The smallest number is 175.
• So, the number formed will be $\frac{175}{933}$.
• Hence, the required number is $\frac{175}{933}$.

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