#set document(title: "5.6 Chapter summary", author: "OpenStax / XYZ Homework") #set page(width: 8.5in, height: auto, margin: 1in) #import "@preview/cetz:0.5.2" #set text(font: ("STIX Two Text", "Libertinus Serif", "New Computer Modern"), size: 10.5pt, lang: "en") #show math.equation: set text(font: ("STIX Two Math", "New Computer Modern Math")) #set par(justify: true, leading: 0.62em, spacing: 0.9em) #set enum(spacing: 1.1em) // room between list items so tall inline fractions don't collide #set list(spacing: 1.1em) #set table(stroke: 0.5pt + rgb("#c7ccd3")) #let BLUE = rgb("#183B6F") // brand navy — section bars + example/solution labels (white on navy 11.09:1) #let ORANGE = rgb("#A94509") // brand primary-700 — AA-safe deep orange for TEXT (5.93:1 on white; raw brand #F37021 is 2.94:1 and must never carry text) #let RED = rgb("#DC2626") // brand error-600 #let GREEN = rgb("#059669") // brand success-600 (decoration only; small green text uses green-text #007942) #show heading.where(level: 1): it => block(width: 100%, above: 0pt, below: 16pt, fill: gradient.linear(BLUE, rgb("#2C5AA0")), inset: (x: 14pt, y: 12pt), radius: 3pt, text(fill: white, weight: "bold", size: 19pt, it.body)) #show heading.where(level: 2): it => block(width: 100%, above: 18pt, below: 10pt, fill: BLUE, inset: (x: 10pt, y: 6pt), radius: 2pt, text(fill: white, weight: "bold", size: 12pt, it.body)) #show heading.where(level: 3): it => text(fill: ORANGE, weight: "bold", size: 12.5pt, it.body) #show heading.where(level: 4): it => text(fill: BLUE, weight: "bold", size: 10.5pt, it.body) #let examplebox(label, title, body) = block(width: 100%, breakable: true, fill: rgb("#EFF1F5"), stroke: 0.5pt + rgb("#CFDDF0"), radius: 4pt, inset: 10pt, above: 12pt, below: 12pt)[ #block(below: 6pt)[#box(fill: BLUE, inset: (x: 6pt, y: 2pt), radius: 2pt, text(fill: white, weight: "bold", size: 8.5pt, label)) #h(0.4em) #strong[#title]] #body] // rail = decorative left rule (raw brand token); labelcolor = AA-safe label text shade #let notebox(label, rail, labelcolor, tint, body) = block(width: 100%, breakable: true, fill: tint, stroke: (left: 3pt + rail), inset: (left: 10pt, rest: 8pt), radius: (right: 4pt), above: 11pt, below: 11pt)[ #text(fill: labelcolor, weight: "bold", size: 7.5pt, tracking: 0.5pt)[#upper(label)] #linebreak() #body] #let solutionbox(body) = block(above: 4pt, below: 8pt)[ #text(fill: BLUE, weight: "bold", size: 8.5pt)[Solution] #linebreak() #body] #let figph(msg) = block(width: 100%, height: 60pt, fill: rgb("#f6f7f9"), stroke: (paint: rgb("#c7ccd3"), dash: "dashed"), radius: 4pt, inset: 10pt)[ #align(center + horizon, text(fill: rgb("#889"), style: "italic", size: 9pt, msg))] // Standardize inlined figure sizes: measure the natural CeTZ canvas, then scale to a // consistent envelope (aspect-aware; see build_typst.py FIG_* constants). Unlike the // print preamble, dimensions are FLOORED: in an editor a user can trim a figure to a // degenerate 1-D shape (a bare line), and w/h or tw/w would then divide by zero. #let _STD_W = 3.5 #let _WIDE_W = 5.6 #let _MAX_H = 3.4 #let _ASPECT_WIDE = 2.2 #let _UPSCALE_MAX = 1.15 #let stdfig(body) = context { let m = measure(body) let w = calc.max(m.width / 1in, 0.01) let h = calc.max(m.height / 1in, 0.01) let tw = if w / h > _ASPECT_WIDE { _WIDE_W } else { _STD_W } let s = calc.min(tw / w, _MAX_H / h, _UPSCALE_MAX) align(center, box(scale(x: s * 100%, y: s * 100%, reflow: true, body))) } #show figure: set block(breakable: false) #set figure(gap: 8pt) #show figure.caption: set text(size: 8.5pt, fill: rgb("#555")) == 5.6#h(0.6em)Chapter summary Highlights from this chapter include: - A while loop runs a set of statements, known as the loop body, while a given condition, known as the loop expression, is true. - A for loop can be used to iterate over elements of a container object. - A range() function generates a sequence of integers between the two numbers given a step size. - A nested loop has one or more loops within the body of another loop. - A break statement is used within a for or a while loop to allow the program execution to exit the loop once a given condition is triggered. - A continue statement allows for skipping the execution of the remainder of the loop without exiting the loop entirely. - A loop else statement runs after the loop's execution is completed without being interrupted by a break statement. At this point, you should be able to write programs with loop constructs. The programming practice below ties together most topics presented in the chapter. #figure(table( columns: 2, align: left, inset: 6pt, table.header([Function], [Description]), [range(end)], [Generates a sequence beginning at 0 until end with step size of 1.], [range(start, end)], [Generates a sequence beginning at start until end with step size of 1.], [range(start, end, s)], [Generates a sequence beginning at start until end with the step size of s.], [#strong[Loop constructs]], [#strong[Description]], [while loop], [\# initialization while expression:   \# loop body \# statements after the loop], [for loop], [\# initialization for loop\_variable in container:   \# loop body \# statements after the loop], [Nested while loop], [while outer\_loop\_expression:   \# outer loop body (1)   while inner\_loop\_expression:     \# inner loop body   \# outer loop body (2) \# statements after the loop], [break statement], [\# initialization while loop\_expression:   \# loop body   if break\_condition:     break   \# remaining body of loop \# statements after the loop], [continue statement], [\# initialization while loop\_expression:   \# loop body   if continue\_condition:     continue   \# remaining body of loop \# statements after the loop], [Loop else statement], [\# initialization for loop\_expression:   \# loop body   if break\_condition:     break   \# remaining body of loop else:   \# loop else statement \# statements after the loop], )) #notebox("Note", rgb("#8a94a6"), rgb("#556666"), rgb("#f7f8fa"))[ #emph[Prime numbers] Write a program that takes in a positive integer number (N) and prints out the first N prime numbers on separate lines. Note: A prime number is a number that is not divisible by any positive number larger than 1. To check whether a number is prime, the condition of number % i != 0 can be checked for i greater than 1 and less than number. Ex: if N = 6, the output is: 2 3 5 7 11 13 N = int(input()) ]