ection 3.1 Homework 1. 1+23 +... + n° = n2 (n + 1) for all natural numbers n. 1 I I - + I + и for all natural numbers n. I 2. 1(2) (2)3 3(4) n(n + 1) (n+1) 1+ud-I for any r 1 and any neN и 3. Show...

ection 3.1 Homework<br>1. 1+23 +... + n° = n2 (n + 1) for all natural numbers n.<br>1<br>I<br>I<br>- +<br>I<br>+<br>и<br>for all natural numbers n.<br>I<br>2.<br>1(2) (2)3 3(4)<br>n(n + 1) (n+1)<br>1+ud-I<br>for any r 1 and any neN<br>и<br>3. Show that k<br>0=<br>- I<br>4. 1+2+22+ ... + 2

Extracted text: ection 3.1 Homework 1. 1+23 +... + n° = n2 (n + 1) for all natural numbers n. 1 I I - + I + и for all natural numbers n. I 2. 1(2) (2)3 3(4) n(n + 1) (n+1) 1+ud-I for any r 1 and any neN и 3. Show that k 0= - I 4. 1+2+22+ ... + 2"- = 2" -1 for all natural numbers n. 52-1 is a multiple of 8 for all natural numbers n

Jun 04, 2022

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ection 3.1 Homework 1. 1+23 +... + n° = n2 (n + 1) for all natural numbers n. 1 I I - + I + и for all natural numbers n. I 2. 1(2) (2)3 3(4) n(n + 1) (n+1) 1+ud-I for any r 1 and any neN и 3. Show...

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