To solve for \( h \) in terms of \( s \), I'll need to know the equation that relates \( h \) and \( s \). Could you provide the equation?

If you're asking for a general case of solving for \( h \) with respect to \( s \), please clarify what context you're working in (e.g., a physics formula, geometry, algebra, etc.). If not, provide the specific equation, and I'll proceed from there.

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Here are some common scenarios:

1. **Pythagoras' Theorem**: \( h = \sqrt{s^2 + b^2} \)
2. **Area of a triangle**: \( h = \frac{2A}{b} \) (where \( A \) is the area, and \( b \) is the base)
3. **Kinematic equation**: \( h = s t - \frac{1}{2} g t^2 \)
4. **Trigonometric relation**: \( h = s \sin(\theta) \)
5. **Surface area of a prism**: \( A = 2s + 2h \), solving for \( h \).

**Tip**: Always make sure to specify which variables you're working with to avoid confusion.

Explore different methods to solve for h in terms of s, covering scenarios from geometry, algebra, trigonometry, and physics. Learn key formulas like Pythagoras' Theorem, kinematic equations, and surface area calculations. Suitable for students in Grades 9-12.

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