Skip to main content

Scaling a Model

Distances from fixed reference points are multiplied by the same factor. The new point lies where three distance arcs meet.

In the picture

  1. The small statue: the original model whose points are copied at a larger size
  2. A fixed base rod: a reference point from which a distance is measured
  3. Two crossed arcs: distance circles from two reference points intersect at possible locations
  4. The marked meeting point: the position fixed by the third distance

Examples

  • A map enlarging a route from three landmarks.
  • A 3D printer scaling a figurine using fixed anchor points.

Quiz: Scaling a Model (Age 14)

  1. If every distance from the same reference points is multiplied by the same factor, what happens to the whole 3D model?

    • Only one point changes while the others stay fixed.
    • It is scaled to a larger size.
    • The reference points move to new positions.
  2. How many non-collinear reference points are needed to locate a point in space using distances?

    • Two
    • Three
    • One
  3. When a point is scaled using distance arcs, where is its new position fixed?

    • Where only two distance arcs meet
    • Where three distance arcs from the reference points meet
    • Anywhere on the first distance arc

The answers, each with its explanation, are in the app. This lesson has left the free week, so its quiz is part of the subscription.

Get the app

Free app, optional subscription
App Store Google Play

Carry on in the app

At least one new illustrated lesson every weekday for your child’s year, with its quiz and a reminder at 6:15 pm.

Your child’s teacher does not use My Enhanced Teacher yet?

Tell them about it

Maths, Age 14