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How do you work out upper and lower bounds? - Answers

To determine upper and lower bounds for a given quantity, you first identify the range of values it can take based on the problem's constraints. The lower bound is the smallest value that satisfies these constraints, while the upper bound is the largest value. You can often find these bounds by analyzing the mathematical expressions or inequalities involved. For more complex scenarios, techniques such as interval analysis or numerical methods may be employed to refine the bounds.



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How do you work out upper and lower bounds? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_work_out_upper_and_lower_bounds

To determine upper and lower bounds for a given quantity, you first identify the range of values it can take based on the problem's constraints. The lower bound is the smallest value that satisfies these constraints, while the upper bound is the largest value. You can often find these bounds by analyzing the mathematical expressions or inequalities involved. For more complex scenarios, techniques such as interval analysis or numerical methods may be employed to refine the bounds.



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https://math.answers.com/math-and-arithmetic/How_do_you_work_out_upper_and_lower_bounds

How do you work out upper and lower bounds? - Answers

To determine upper and lower bounds for a given quantity, you first identify the range of values it can take based on the problem's constraints. The lower bound is the smallest value that satisfies these constraints, while the upper bound is the largest value. You can often find these bounds by analyzing the mathematical expressions or inequalities involved. For more complex scenarios, techniques such as interval analysis or numerical methods may be employed to refine the bounds.

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      To determine upper and lower bounds for a given quantity, you first identify the range of values it can take based on the problem's constraints. The lower bound is the smallest value that satisfies these constraints, while the upper bound is the largest value. You can often find these bounds by analyzing the mathematical expressions or inequalities involved. For more complex scenarios, techniques such as interval analysis or numerical methods may be employed to refine the bounds.

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