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143

Copyright © 3P Learning – These resources have been created in partnership with Dr. Marian Small.

For more information visit

www.mathletics.com

Rubric

Level 1

Level 2

Level 3

Level 4

The student is unable

to come up with

dimensions that work.

The student assumes

that the triangle must

be taller and wider.

The student does

not have a strategy

for drawing a

representation to show

the measurement

relationships.

The student determines

at least one possible

pair of dimensions

that work.

The student does not

have a clear strategy for

getting more answers.

The student assumes

that the triangle must

be taller and wider.

The student does

not have a strategy

for drawing a

representation to show

the measurement

relationships.

The student determines

at least two possible

pairs of dimensions

that work.

The student does not

have a clear strategy for

getting more answers.

The student realises

that the triangle does

not have to be both

taller and wider than

the rectangle, so it can

be the same height or

shorter or the same

width or less wide.

The student draws a

representation of his/

her solution, but what

it actually shows about

the relationships may

not be clear.

The student determines

at least four possible

pairs of dimensions

that work.

The student explains

that other answers can

be created either by

using a different pair of

numbers that multiply

to 12 as multipliers of

the original dimensions

and/or by multiplying all

dimensions by a factor.

The student realises

that there are an

endless number of

solutions.

The student realises

that the triangle does

not have to be both

taller and wider than

the rectangle, so it can

be the same height or

shorter or the same

width or less wide.

The student can draw

a good representation

of the situation to show

visually why his/her

answer made sense.

Related Areas

Measurement