P ( n ) = " 2 ∤ f ( n ) "
Q = " ∀ n ∈ ℤ+ P ( n ) " ... fill in the blanks below ( with onecharacter per blank ) to prove that Q = T .
- F N 2 2 N 1 P N 2 F N Q N Z P N Fill In The Blanks Below With One Charact 1 (26.74 KiB) Viewed 7 times
f ( n ) = 2^2 · n - 1 P ( n ) = " 2 ∤ f ( n ) " Q = " ∀ n ∈ ℤ+ P ( n ) " ... fill in the blanks below ( with one charact
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answerhappygod
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f ( n ) = 2^2 · n - 1 P ( n ) = " 2 ∤ f ( n ) " Q = " ∀ n ∈ ℤ+ P ( n ) " ... fill in the blanks below ( with one charact
f ( n ) = 2^2 · n - 1
P ( n ) = " 2 ∤ f ( n ) "
Q = " ∀ n ∈ ℤ+ P ( n ) " ... fill in the blanks below ( with onecharacter per blank ) to prove that Q = T .
Proof: vezt,2nv2łn. If Then = = 2. So 2 Else, 2 tn. Then So = = 2. So 2 > QED < vn ✓ = 2. > ✓n ✓ (4. ✓ )... Therefore, v nez*, ✓ 2 |)... ✓(4. ✓ 2 + , then ✓ ( |)- , with j = , with | = V ✓ where ke Z+. > V ✓ ) = = 2. ✓ (n). ) - where i ezt. ✓ (4. ✓(4. < < < < ). ✓ ).
P ( n ) = " 2 ∤ f ( n ) "
Q = " ∀ n ∈ ℤ+ P ( n ) " ... fill in the blanks below ( with onecharacter per blank ) to prove that Q = T .
Proof: vezt,2nv2łn. If Then = = 2. So 2 Else, 2 tn. Then So = = 2. So 2 > QED < vn ✓ = 2. > ✓n ✓ (4. ✓ )... Therefore, v nez*, ✓ 2 |)... ✓(4. ✓ 2 + , then ✓ ( |)- , with j = , with | = V ✓ where ke Z+. > V ✓ ) = = 2. ✓ (n). ) - where i ezt. ✓ (4. ✓(4. < < < < ). ✓ ).