Starting Out with Programming Logic and Design (5th Edition) (What's New in Computer Science)
5th Edition
ISBN: 9780134801407
Author: GADDIS
Publisher: PEARSON
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Chapter 4.4, Problem 4.13CP
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Need help with python code! How do I simplify my code for a beginner to understand, simple fixed format and centering? Such as:
print(f"As an int variable: {age_int:^7}")
print(f"In numeric binary: {age_int:^7b}")
My Code:name = input("Enter your name: ")print(f"In text name is: {' '.join(name)}")decimal_values = []binary_values = []for letter in name: ascii_val = ord(letter) binary_val = format(ascii_val, '08b') decimal_values.append(str(ascii_val)) binary_values.append(binary_val)# Loop through each letter:print(f"In ASCII decimal: {' '.join(decimal_values)}")print(f"In ASCII binary: {' '.join(binary_values)}")# Ageage_str = input("Enter your age: ")age_int = int(age_str)print(f"As a string \"{age_str}\": {' '.join(age_str)}")age_decimal_values = []age_binary_values = []for digit in age_str: ascii_val = ord(digit) binary_val = format(ascii_val, '07b') age_decimal_values.append(str(ascii_val)) age_binary_values.append(binary_val)print(f"In ASCII decimal: {'…
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Chapter 4 Solutions
Starting Out with Programming Logic and Design (5th Edition) (What's New in Computer Science)
Chapter 4.1, Problem 4.1CPChapter 4.1, Problem 4.2CPChapter 4.1, Problem 4.3CPChapter 4.1, Problem 4.4CPChapter 4.1, Problem 4.5CPChapter 4.1, Problem 4.6CPChapter 4.1, Problem 4.7CPChapter 4.2, Problem 4.8CPChapter 4.2, Problem 4.9CPChapter 4.2, Problem 4.10CP
Chapter 4.3, Problem 4.11CPChapter 4.3, Problem 4.12CPChapter 4.4, Problem 4.13CPChapter 4.4, Problem 4.14CPChapter 4.4, Problem 4.15CPChapter 4.4, Problem 4.16CPChapter 4.5, Problem 4.17CPChapter 4.5, Problem 4.18CPChapter 4.5, Problem 4.19CPChapter 4.5, Problem 4.20CPChapter 4.6, Problem 4.21CPChapter 4.6, Problem 4.22CPChapter 4.6, Problem 4.23CPChapter 4.6, Problem 4.24CPChapter 4.6, Problem 4.25CPChapter 4.6, Problem 4.26CPChapter 4.7, Problem 4.27CPChapter 4.7, Problem 4.28CPChapter 4, Problem 1MCChapter 4, Problem 2MCChapter 4, Problem 3MCChapter 4, Problem 4MCChapter 4, Problem 5MCChapter 4, Problem 6MCChapter 4, Problem 7MCChapter 4, Problem 8MCChapter 4, Problem 9MCChapter 4, Problem 10MCChapter 4, Problem 11MCChapter 4, Problem 12MCChapter 4, Problem 13MCChapter 4, Problem 14MCChapter 4, Problem 15MCChapter 4, Problem 1TFChapter 4, Problem 2TFChapter 4, Problem 3TFChapter 4, Problem 4TFChapter 4, Problem 5TFChapter 4, Problem 1SAChapter 4, Problem 2SAChapter 4, Problem 3SAChapter 4, Problem 4SAChapter 4, Problem 5SAChapter 4, Problem 6SAChapter 4, Problem 7SAChapter 4, Problem 1AWChapter 4, Problem 2AWChapter 4, Problem 3AWChapter 4, Problem 4AWChapter 4, Problem 5AWChapter 4, Problem 6AWChapter 4, Problem 7AWChapter 4, Problem 8AWChapter 4, Problem 9AWChapter 4, Problem 10AWChapter 4, Problem 1DEChapter 4, Problem 2DEChapter 4, Problem 3DEChapter 4, Problem 1PEChapter 4, Problem 2PEChapter 4, Problem 3PEChapter 4, Problem 4PEChapter 4, Problem 5PEChapter 4, Problem 6PEChapter 4, Problem 7PEChapter 4, Problem 8PEChapter 4, Problem 9PEChapter 4, Problem 10PEChapter 4, Problem 11PEChapter 4, Problem 12PE
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- Given a relation schema R = (A, B, C, D, E,G) with a set of functional dependencies F {ABCD BC → DE B→ D D→ A}. (a) Show that R is not in BCNF using the functional dependency A → BCD. (b) Show that AG is a superkey for R (c) Compute a canonical cover Fc for the set of functional dependencies F. Show your work. (d) Give a 3NF decomposition of R based on the canonical cover found in (c). Show your work. (e) Give a BCNF decomposition of R using F. Show your work.arrow_forwardThe following entity-relationship (ER) diagram models a database that helps car deal- ers maintain records of customers and cars in their inventory. Construct a relational database schema from the ER diagram. Your set of schemas should include primary-key and foreign-key constraints and you should ensure there are no redundant schemas. has_model model modelID name vehicle has_vehicle VIN dealer_ID brand name has_available_option has_option has_dealer options options_ID specification dealer dealer ID name customer_ID owned_by customer customer ID namearrow_forwardA relation schema R = (A, B, C, D, E) with a set of functional dependencies F= {D A CAB} is decomposed into R₁ = (A, B, C) and R2 = (C, D, E). (a) Is this a lossless-join decomposition? Why or why not? (b) Is the decomposition dependency preserving? Why or why not?arrow_forward
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