Question

Which fraction of the total area does each shaded section represent ​

Answer 1

Using the concept of fractions, we can show the fractions representing the shaded portions of the total areas as follows:

i) The required fraction representing the shaded part is
`(1)/(2)`.

ii) The required fraction representing the shaded part is
`(8)/(9)`.

iii) The required fraction representing the shaded part is =
`(4)/(8)` or
`(1)/(2)`.

iv) The required fraction representing the shaded part is
`(1)/(4)`.

v) The required fraction representing the shaded part is
`(3)/(7)`.

vi) The required fraction representing the shaded part is
`(1)/(4)`.

vii) The required fraction representing the shaded part is =
`(10)/(10)` or 1.

viii) The required fraction representing the shaded part is
`(4)/(9)`.

ix) The required fraction representing the shaded part is =
`(4)/(8)` or
`(1)/(2)`.

x) The required fraction representing the shaded part is
`(1)/(2)`.

How the fractions are determined:

i). The number of shaded parts = 2

The total number of parts = 4

Thus, the required fraction representing the shaded part =
`(2)/(4)` or
`(1)/(2)`.

ii). The number of shaded parts = 8

The total number of parts = 9

Thus, the required fraction representing the shaded part =
`(8)/(9)`.

iii). The number of shaded parts = 4

The total number of parts = 8

Thus, the required fraction representing the shaded part =
`(4)/(8)` or
`(1)/(2)`.

iv). The number of shaded parts = 1

The total number of parts = 4

Thus, the required fraction representing the shaded part =
`(1)/(4)`.

v). The number of shaded parts = 3

The total number of parts = 7

Thus, the required fraction representing the shaded part =
`(3)/(7)`.

vi). The number of shaded parts = 3

The total number of parts = 12

Thus, the required fraction representing the shaded part =
`(3)/(12)` or
`(1)/(4)`.

vii). The number of shaded parts = 10

The total number of parts = 10

Thus, the required fraction representing the shaded part =
`(10)/(10)` or 1.

viii). The number of shaded parts = 4

The total number of parts = 9

Thus, the required fraction representing the shaded part =
`(4)/(9)`.

ix). The number of shaded parts = 4

The total number of parts = 8

Thus, the required fraction representing the shaded part =
`(4)/(8)` or
`(1)/(2)`.

x). The number of shaded parts = 1

The total number of parts = 2

Thus, the required fraction representing the shaded part =
`(1)/(2)`.

Complete Question:

Attached.