5 O. De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfy noneof the properties P1 , P2,.., PnO d. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right; and the formal binomial expansion of (1 – 1)'.O e. Counting to show that every element on the left makes a contribution of 1 to the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of (1 – 1)".Of. De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfy atleast one of the properties P1, P2, ..., PnO8 Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right; and the formal binomial expansion of 1 – (1 – 1)'.O h. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of 1- (1 – 1)'. Alternatively, one mayuse De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfynone of the properties P, P2,. POL Counting to show that every element on the left makes a contribution of Ato the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of (1- 1)'. Alternatively, one mayuse De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfyat least one of the properties P, P2 P What proof techniques may be used to prove a result for the number of objects of S that have none of the propertiesP, P,..., PNOTE: Choose the MOST correct alternative.O a. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of (1- 1)'. Alternatively, one mayuse De Morgan's Laws and the inclusion /exclusion result for the number of objects belong to a set that satisfyat least one of the properties P, P,.. , PO b. Counting to show that every element on the left makes a contribution of 1 to the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of 1(1- 1).O. De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfy noneof the properties P, P PO d. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of (1- 1).Oe. Counting to show that every element on the left makes a contribution of 1 to the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of (1 - 1)'.of De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisty atleast one of the properties P, Pa,... P.O8 Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of 1- (1- 1)

Question

5 O. De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfy noneof the properties P1 , P2,.., PnO d. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right; and the formal binomial expansion of (1 – 1)'.O e. Counting to show that every element on the left makes a contribution of 1 to the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of (1 – 1)&#34;.Of. De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfy atleast one of the properties P1, P2, ..., PnO8 Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right; and the formal binomial expansion of 1 – (1 – 1)'.O h. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of 1- (1 – 1)'. Alternatively, one mayuse De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfynone of the properties P, P2,. POL Counting to show that every element on the left makes a contribution of Ato the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of (1- 1)'. Alternatively, one mayuse De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfyat least one of the properties P, P2 P What proof techniques may be used to prove a result for the number of objects of S that have none of the propertiesP, P,..., PNOTE: Choose the MOST correct alternative.O a. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of (1- 1)'. Alternatively, one mayuse De Morgan's Laws and the inclusion /exclusion result for the number of objects belong to a set that satisfyat least one of the properties P, P,.. , PO b. Counting to show that every element on the left makes a contribution of 1 to the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of 1(1- 1).O. De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisfy noneof the properties P, P PO d. Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of (1- 1).Oe. Counting to show that every element on the left makes a contribution of 1 to the right, and that every otherelement contributes 0 to the right: and the formal binomial expansion of (1 - 1)'.of De Morgan's Laws and the inclusion / exclusion result for the number of objects belong to a set that satisty atleast one of the properties P, Pa,... P.O8 Counting to show that every element on the left makes a contribution of 0 to the right, and that every otherelement contributes 1 to the right: and the formal binomial expansion of 1- (1- 1)

Accepted Answer

To determine:
The proof techniques that may be used to prove a result for the number of objects of S…