What makes 50.652 rational?
1 answer:
Remember a rational number is a number that can be written with two whole numbers in a fraction, for example, 0.25 can be written as 1/4 notice how, both, the numerator and denominator are whole numbers AKA Integers(numbers that aren't decimals or fractions).
any number that can't be written by whole numbers in the numerator or denominator is an irrational number, things like Pi, Pi cannot be written by two whole numbers in the fraction.
50.652, is definitely rational because the fraction does not need decimal numbers in the numerator or denominator.
it can be written as:
or 
notice how neither the numerator or denominators are decimals?
any number that can't be written by whole numbers in the numerator or denominator is an irrational number, things like Pi, Pi cannot be written by two whole numbers in the fraction.
50.652, is definitely rational because the fraction does not need decimal numbers in the numerator or denominator.
it can be written as:
notice how neither the numerator or denominators are decimals?
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Answer:
1/3, , π,
, 8
Step-by-step explanation:
Simplifying or rounding complicated numbers to integers can help us order them.
- Integer - an integer is any whole number, including zero, that can be negative or positive.
Simplifying Numbers
Numbers like 1/3 and 8 don't need to be simplified because they are commonly used and understood.
Both 4 and 16 are perfect squares. So, to simplify these numbers we can just solve.
= 2
= 4
There is no way to "solve" pi, but we can round it to an easier number. Technically, pi is irrational, so there is no way to write out the whole number. However, in this case, we can just round to the nearest whole number.
- π ≈ 3
This means, in the order they appear, the simplified numbers are 2, 8, 4, 1/3, and 3.
Ordering the Numbers
From this point, they should be easy to order.
- 1/3 is the smallest because it is the only number less than 1.
- π is third since it is only slightly above 3
- 8 is the largest number on the list.
Answer:
Quotient= x^2 + x + 1
Remainder= 0
Step-by-step explanation:
