6.5 Worksheet (5.3: Counting bit strings. re there subject to each of the following restrictions? H. 6.4 Worksheet Exercise 6.4.1: Counting functions from a set to itself. Count the number of...


6.5 Worksheet<br>(5.3: Counting bit strings.<br>re there subject to each of the following restrictions?<br>H.<br>6.4 Worksheet<br>Exercise 6.4.1: Counting functions from a set to itself.<br>Count the number of different functions with the given domain, target and additional properties.<br>(a) f: {0,1}7 (0, 1}

Extracted text: 6.5 Worksheet (5.3: Counting bit strings. re there subject to each of the following restrictions? H. 6.4 Worksheet Exercise 6.4.1: Counting functions from a set to itself. Count the number of different functions with the given domain, target and additional properties. (a) f: {0,1}7 (0, 1}". (b) f: {0,1}7 {0,1}. The function f is one-to-one. (c) f: {0,1}5 → {0,1}7. (d) f: {0,1}5→ {0,1}7. The function f is one-to-one. queto Exercise 6.4.2: Counting telephone numbers. At a certain university in the U.S., all phone numbers are 7-digits long and start with either 824 or 825. (a) How many different phone numbers are possible? 140M (b) How many different phone numbers are there in which the last four digits are all different? Exercise 6.4.3: Lining up a wedding party for a photo. Ten members of a wedding party are lining up in a row for a photograph. (a) How many ways are there to line up the ten people? Page 1 of 2
6.5 Worksheet<br>(5.3: Counting bit strings.<br>re there subject to each of the following restrictions?<br>H.<br>6.4 Worksheet<br>Exercise 6.4.1: Counting functions from a set to itself.<br>Count the number of different functions with the given domain, target and additional properties.<br>(a) f: {0,1}7 (0, 1}

Extracted text: 6.5 Worksheet (5.3: Counting bit strings. re there subject to each of the following restrictions? H. 6.4 Worksheet Exercise 6.4.1: Counting functions from a set to itself. Count the number of different functions with the given domain, target and additional properties. (a) f: {0,1}7 (0, 1}". (b) f: {0,1}7 {0,1}. The function f is one-to-one. (c) f: {0,1}5 → {0,1}7. (d) f: {0,1}5→ {0,1}7. The function f is one-to-one. queto Exercise 6.4.2: Counting telephone numbers. At a certain university in the U.S., all phone numbers are 7-digits long and start with either 824 or 825. (a) How many different phone numbers are possible? 140M (b) How many different phone numbers are there in which the last four digits are all different? Exercise 6.4.3: Lining up a wedding party for a photo. Ten members of a wedding party are lining up in a row for a photograph. (a) How many ways are there to line up the ten people? Page 1 of 2
Jun 05, 2022
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