52) Bridging Ten Addition
Ten Plus Bonds: Strategy 7, 8, 9+
Develop the addition strategy of bridging ten, from a part of seven, eight, or nine for wholes up to 20.
For example, 7 + 5
Prior knowledge of part-part-whole, bonds of 10 and place value partitioning using ten plus bonds is needed.
- bridge ten
- sum: the total resulting from addition
A little easier
Calculate each question in counting order, working clockwise around the spinner, from the 12 o’clock position. Do not flick the spinner. Students complete each type of equation:
Assist students to identify patterns of adding on 3, 2 or 1 depending on the part being added on to.
Use Bond Blocks
If students have difficulty partitioning the second part, into one plus another part, use an additional block.
For example, to model 7 + 5
Some students find it conceptually easier to first place the 7 and 5 blocks. Then place the 3 and 2 on top of the 5 block.
- From a top view they can see the bridging ten partition, 7 + 3 + 2.
- From a front view they can see the parts of 7 and 5.
A little harder
Bridging ten addition strategy teen +
Play “Ten Plus Bonds: Bridging Ten Addition Strategy Teen + a little harder”. In this game students have to bridge ten, to twenty, for a range of parts, for wholes up to 30.
The blocks are a scaffold to support calculation. If students can calculate without some or all of the blocks encourage this. Below is a progression of reducing scaffolding, from most to least support, using bridging ten for 17 + 5.
In the next activity students apply bridging 10 to subtraction. Go to
Ten Plus Bonds: Bridging Ten Subtraction, Strategy Taking Away