SOLUTION: How Do you show that each number is a rational number by finding a ratio of two intergers equal to these given numbers?
-10
1 1/2
-3/-5
-0.1
0
0.35
Algebra ->
Real-numbers
-> SOLUTION: How Do you show that each number is a rational number by finding a ratio of two intergers equal to these given numbers?
-10
1 1/2
-3/-5
-0.1
0
0.35
Log On
-10 = and -10 is an integer and 1 is an integer.
When you have a fraction then you have what is known as a ratio
of the numerator and the denominator. When the numerator and
denominator are both integers, then what you have is called a
rational number.
= and 3 is an integer and 2 is an integer.
When you have a fraction then you have what is known as a ratio
of the numerator and the denominator. When the numerator and
denominator are both integers, then what you have is called a
rational number.
Here -3 is an integer and -5 is an integer. You
can change it to a more simplied form but that is not
necessary.
When you have a fraction then you have what is known as a ratio
of the numerator and the denominator. When the numerator and
denominator are both integers, then what you have is called a
rational number.
-0.1 = = . -1 is an integer and 10 is an integer.
When you have a fraction then you have what is known as a ratio
of the numerator and the denominator. When the numerator and
denominator are both integers, then what you have is called a
rational number.
0 = 0 is an integer and 1 is an integer.
When you have a fraction then you have what is known as a ratio
of the numerator and the denominator. When the numerator and
denominator are both integers, then what you have is called a
rational number.
0.35 = . Here 35 is an integer and 100 is an integer.
You can change it to a more simplied form but that is not
necessary.
When you have a fraction then you have what is known as a ratio
of the numerator and the denominator. When the numerator and
denominator are both integers, then what you have is called a
rational number.
Edwin