Question

Which arrangement shows 27/5 , 5 36, 3/5 , and 33/6 in order from least to greatest?

Answer 1

The order from least to greatest is
`(5)/(36), (3)/(5),(27)/(5),(33)/(6)`

Step-by-step explanation:

The arrangement shows
`(27)/(5), (5)/(36),(3)/(5),(33)/(6)`

simplifying the values

{
`(27)/(5), (5)/(36),(3)/(5),(33)/(6)`}

we get

{5.4, 0.138, 0.6, 5.5}

comparing 1st value with the corresponding other values

(i.e)

5.4> 0.13 = least is 0.13

0.13<0.6 =least is 0.13

0.13<5.5=least is 0.13

so therefore least 1st value in the order is 0.13

similarly comparing 2nd least is 0.6

finally rearranging from least to greatest

{0.138, 0.6, 5.4, 5.5}

{
`(5)/(36), (3)/(5),(27)/(5),(33)/(6)`}

The order from least to greatest is
`(5)/(36), (3)/(5),(27)/(5),(33)/(6)`