Questions

From Worst to Best

226 P4.FR.NK.23011102

Level 3
Emily baked some shortbreads. She sold ³₅ of them in the morning and ¹₄ of the remainder in the evening. If she had 24 shortbreads left, how many shortbreads did she bake?

4 m

Attempt

F Addition & subtraction F Multiplication Fraction to units Combined repeated identity Remainder concept Branching Units table

227 P4.AP.NK.23050825

Level 3
Jane painted a grey square on rectangle ABCD as shown. The length of BC is twice of EC. The length of AD is ¹₂ of AB. Find the area of the unpainted part of the rectangle ABCD.

4 m

Attempt

Square Rectangle Rectilinear figure Composite figure area Fraction to units Times as many Repeated identity Units table

228 P5.FR.JM.17083095

Level 3
There were some guavas at a fruit stall. In the morning, ¹₆ of the guavas were sold. In the afternoon, another 30 guavas were sold. The total number of guavas sold was 5 less than ⁷₁₂ of the number of guavas the fruit stall had at first.

How many guavas were there at first?
What fraction of the guavas in the stall remained unsold in the afternoon?

5 m

Video Attempt

Fraction to units More than or less than Repeated identity Units equations Units table Unit manipulation

229 P5.FR.JM.17083011

Level 3
The figure, not drawn to scale, is made up of Rectangle A and Rectangle B overlapping each other. The area of Rectangle A is ³₄ the area of Rectangle B. Given that ¹₄ of Rectangle A is shaded. What fraction of the total area of the figure is unshaded?

5 m

Video Attempt

Fraction of a whole Fraction to units Area perimeter Rectangle Combined repeated identity Units table

230 P5.FR.JM.17083017

Level 3
Contestants in a quiz were awarded certificates based on their scores. A total of 312 points were awarded. ¹₈ of the contestants received the Certificate of Distinction. ⁴₅ of the remaining contestants received the Merit Certificate and the rest received the Participation Certificate. How many contestants received the Certificate of Distinction?