Write an expression for the sequence of operations described below: u divided by the difference of s and t. Do not simplify any part of the expression.
Understand the Problem
The question is asking us to write a mathematical expression based on the given operations, specifically to express u divided by the difference of s and t without simplifying it.
Answer
$$ \frac{u}{s - t} $$
Answer for screen readers
$$ \frac{u}{s - t} $$
Steps to Solve
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Identify the Operations We need to express ( u ) divided by the difference of ( s ) and ( t ). The difference of ( s ) and ( t ) can be expressed as ( s - t ).
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Write the Expression Using the identified operations, we can write the expression as: $$ \frac{u}{s - t} $$
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Final Format without Simplifying We will stick to the overall form as requested, ensuring not to simplify any part of it. The expression is already presented without simplification.
$$ \frac{u}{s - t} $$
More Information
This expression represents the mathematical operation where ( u ) is divided by the result of subtracting ( t ) from ( s ). It is important in calculus and algebra for solving equations and demonstrating relationships among variables.
Tips
- Forgetting to use parentheses when writing the difference can lead to misinterpretation. Be careful to write ( s - t ) clearly to indicate the difference is calculated before the division.
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