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Technical Drawing

AI prompts for senior secondary learners.

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228 prompts matching "Cut, fold and assemble the developments in cardboard"

WAEC prep: Constructing tangents to a point on a circle and to two equal and unequal circles

Act as my WAEC Technical Drawing examiner. I am in SS1. Set me an exam-standard question o

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Practice set: Success: radius and tangent perpendicular within ±1° at every point of tangency

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Let me explain: 4. Blend arcs and lines smoothly, marking all points of tangency

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WAEC prep: Success: all blends visually smooth with tangency points marked and radii within 0.5 mm

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Practice set: Plotting the loci of a point at a fixed distance from a line

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Spot my mistake: Plotting the path of a point on a crank mechanism

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Spot my mistake: 3. Construct a cycloid and a trochoid from a rolling circle

Write a short SS1 Technical Drawing answer about 3. Construct a cycloid and a trochoid fro

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Spot my mistake: The meaning of the special curves

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WAEC prep: Constructing an ellipse by three methods and a cycloid

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Let me explain: 3. Develop the pattern for a transition piece between two shapes

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Teach me: 1. Explain orthographic projection and distinguish first-angle from third-angle projection

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Let me explain: 3. Place dimensions on vertical, horizontal and angular features

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Let me explain: 3. Differentiate between isometric and non-isometric lines

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Teach me: 1. Construct isometric squares and rectangles by the box method

You are my personal SS1 Technical Drawing tutor. Teach me 1. Construct isometric squares a

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Let me explain: 3. Construct isometric arcs and fillets

Let me talk you through 3. Construct isometric arcs and fillets from the Isometric Drawing

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Practice set: Four-centre ellipse inside an isometric rhombus. Students construct isometric circles in the

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Practice set: Constructing isometric squares, rectangles, arcs and circles

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Quiz: 2. Demonstrate the use of shading to enhance an isometric drawing

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WAEC prep: Perspective and shading in isometric drawing

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Quiz: 3. Construct an oblique drawing using the box method

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