hard Set 35 Form Exercise

If left side = 9 × 9, what does the right side equal to balance the scale?

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Answer: 81

SubType
multiplication-balance
Difficulty
hard

If left side = 6 × 7, what does the right side equal to balance the scale?

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Answer: 42

SubType
multiplication-balance
Difficulty
hard

Balance the scale: 2 + __ = 9

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Answer: 7

SubType
missing-addend
Difficulty
hard

If left side = 8 × 8, what does the right side equal to balance the scale?

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Answer: 64

SubType
multiplication-balance
Difficulty
hard

Balance the scale: 1 + __ = 3

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Answer: 2

SubType
missing-addend
Difficulty
hard

If left side = 10 × 8, what does the right side equal to balance the scale?

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Answer: 80

SubType
multiplication-balance
Difficulty
hard

Balance the scale: 6 + __ = 9

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Answer: 3

SubType
missing-addend
Difficulty
hard

If left side = 8 × 3, what does the right side equal to balance the scale?

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Answer: 24

SubType
multiplication-balance
Difficulty
hard

Balance the scale: 9 + 7 = 9 + ?

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Answer: 7

SubType
equal-expressions
Difficulty
hard

Balance the scale: 5 + 5 = 5 + ?

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Answer: 5

SubType
equal-expressions
Difficulty
hard

Balance the scale: 7 + 5 = 10 + ?

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Answer: 2

SubType
equal-expressions
Difficulty
hard

If left side = 2 × 7, what does the right side equal to balance the scale?

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Answer: 14

SubType
multiplication-balance
Difficulty
hard

Balance the scale: 9 + 6 = 11 + ?

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Answer: 4

SubType
equal-expressions
Difficulty
hard

Balance the scale: 8 + 2 = 6 + ?

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Answer: 4

SubType
equal-expressions
Difficulty
hard

If left side = 3 × 8, what does the right side equal to balance the scale?

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Answer: 24

SubType
multiplication-balance
Difficulty
hard

Balance the scale: 8 + 2 = 9 + ?

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Answer: 1

SubType
equal-expressions
Difficulty
hard

Balance the scale: 3 + 5 = 3 + ?

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Answer: 5

SubType
equal-expressions
Difficulty
hard

Balance the scale: 3 + __ = 8

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Answer: 5

SubType
missing-addend
Difficulty
hard

Balance the scale: 8 + 6 = 5 + ?

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Answer: 9

SubType
equal-expressions
Difficulty
hard

Balance the scale: 1 + 3 = 3 + ?

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Answer: 1

SubType
equal-expressions
Difficulty
hard