The relationship between sets of rational numbers is pictured below Integers
Whole Numbers
Rational
Numbers
Natural Numbers
Which of the following statements about sets of rational numbers is true?
F Integers include all rational numbers
Integers include whole numbers and natural numbers.
H Natural numbers include all rational numbers,
J Natural numbers are not rational numbers.

The correct answer is G. Integers include whole numbers and natural numbers.

Explanation:

The graph presented shows the relationship between different sets of numbers. In this graph, the second most general category is integers, and this covers or includes two smaller categories which are whole numbers and natural numbers. This means the whole and natural numbers are part of integers.

Indeed, integers include numbers such as 10, 256, or -6 because these can be expressed without using fractions or decimals. Also, this category includes whole or non-decimal numbers, as well as natural numbers, which are positive whole numbers such as 36 or 1546. According to this, the correct answer is G.

i need the options

step-by-step explanation:

32/80  

91/140

the last one 54 doesn't go into 45. 54/100 ?

step-by-step explanation: