Algebra:
Pictures/shapes stand for something we don’t know. Use a related fact (fact family) to solve.
Example: ∆ + 3 = 5 What is ∆ ? Well if we know something plus 3 = 5, then 5-3 would tell us the answer is 2. Check it-2+3=5 J
∆ + 8 = 16 What is ∆ ?
∆ - 6 = 4 What is ∆ ?
∆ + 7 = 10 What is ∆ ?
∆ + 3 = 15 What is ∆ ?
Now try this…
∆ + ∆ = 10 What is ∆ ? Well, we are adding two of the same number. So what number added twice = 10? 5+5 = 10 J
Your turn:
If ∆ + ∆ = 20, then ∆ = _____
If ∆ + ∆ = 8, then ∆ = _____
If ∆ + ∆ = 16, then ∆ = _____
If ∆ + ∆ = 100, then ∆ = _____
OK….now let’s try this. Use the answer from the first problem to solve the next two. If ∆ + ∆ = 8, then ∆ = _____. Plug your answer into the spot where the triangles are. And ∆ + 9 = ____________, And 19 - ∆ = _________.
So 4 + 4 = 8, ∆ = 4. Then plug in 4 for the next problems: 4+9=13 and 19-4=15
Now you try:
If ∆ + ∆ = 10, then ∆ = _____
And ∆ + 20 = ____________,
And 30 - ∆ = _________.
If ∆ + ∆ = 14, then ∆ = _____
And ∆ + 5 = ____________,
And 10 - ∆ = _________.
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