Using doubling and halving II

This task is about using doubling and halving to solve equations.

A doubling and halving strategy can be used to make some equations easier to solve.

a)

 

Use doubling and halving to write an easier equation to solve 3 × 14.

_____  ×  _____  =

b)

 

Use doubling and halving to write an easier equation to solve 18 × 4.

 

_____  ×  _____  =

c)

 

Use doubling and halving to write an easier equation to solve 36 × 5.

 

_____  ×  _____  =

d)

Awhina needs to solve: 15 × 18 =
Use a doubling and halving strategy to show how she could solve this equation.

 
 
 
 
 

Answer: __________  
 
 

James needs to solve: 25 × 32 =
Use a doubling and halving strategy to show how he could solve this equation.

 
 
 
 
 

Answer: __________  
e)