**Draw the Venn diagrams for each of these combinations of the sets A, B, C, and D. *A̅ ∪ B̅ ∪ C̅ ∪ D̅**

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according to question

we will be create a diagram of ( A̅ ∪ B̅ ∪ C̅ ∪ D̅ )

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step 1

we create a diagram of A̅ :-

universal is selected expect of A is called venn diagram of A̅. (shaded diagram)

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step 2

we create a diagram of B̅

universal is selected expect of B is called venn diagram of B̅. (shaded diagram)

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step 3

we create a diagram of C̅

universal is selected expect of C is called venn diagram of C̅.(shaded diagram)

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step 4

we create a diagram of D̅

universal is selected expect of D is called venn diagram of D̅.(shaded diagram)

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step 5

now we create a diagram of A̅ ∪ B̅ ∪ C̅ ∪ D̅.

so we take union of A̅ & B̅ & C̅ & D̅,

after union we get the below image of (A̅ ∪ B̅ ∪ C̅ ∪ D̅)