Consider the natural deduction proof given below. Using your knowledge of the natural deduction proof method and the options provided in the drop-down menus, fill in the blanks to identify the missing information (premises, inferences, or justifications) that completes the given application of the modus tollens (MT) rule. 1. ~(~B v G) 2. G = N) 3. (G = ~P) 5 (~B v G) 4. 1,3 MT

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Consider the natural deduction proof given below.
Using your knowledge of the natural deduction proof
method and the options provided in the drop-down
menus, fill in the blanks to identify the missing
information (premises, inferences, or justifications)
that completes the given application of the modus
tollens (MT) rule.
1.
~(~B v G)
2.
G = N]
3.
(G = ~P) > (~B v G)
4.
1,3 МT
Transcribed Image Text:Consider the natural deduction proof given below. Using your knowledge of the natural deduction proof method and the options provided in the drop-down menus, fill in the blanks to identify the missing information (premises, inferences, or justifications) that completes the given application of the modus tollens (MT) rule. 1. ~(~B v G) 2. G = N] 3. (G = ~P) > (~B v G) 4. 1,3 МT
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