Balansmethode: Basis aftrekken (x - a = b)
In this engaging exercise, students will explore the Balance Method for basic subtraction by solving equations in the form of \( x - a = b \), honing their algebraic skills while discovering how to isolate the variable \( x \). Through interactive examples and practical problems, learners will build confidence in manipulating equations and understanding foundational concepts in algebra.
Questions
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MultiChoice
Los op met de balansmethode: x - 4 = 10
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MultiChoice
Los op met de balansmethode: x - 9 = 5
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MultiChoice
Los op met de balansmethode: y - 12 = 8
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MultiChoice
Wat is de eerste stap bij x - 6 = 15?
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MultiChoice
Los op met de balansmethode: p - 15 = 15
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MultiChoice
Los op met de balansmethode: a - 7 = -3
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MultiChoice
Los op met de balansmethode: x - 20 = 35
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MultiChoice
Los op met de balansmethode: n - 8 = -12
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MultiChoice
Los op met de balansmethode: k - 11 = 0
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MultiChoice
Los op met de balansmethode: x - 13 = 17
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MultiChoice
Los op met de balansmethode: m - 5 = -5
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MultiChoice
Los op met de balansmethode: b - 18 = 2