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Rolling down incline
a = g sin θ / (1 + K²/R²)
Where: K = K, R = range / radius / resistance, a = acceleration (m/s²), g = acceleration due to gravity (m/s²), θ = angle
Solved example
Given: K = 7, R = 5, g = 10, theta = 37°
Find: a (acceleration (m/s²))
- Formula: a = g·sin(θ)/(K²/R² + 1)
- Substitute the values: a = 10·sin(37°)/(1 + 7²/5²)
- Result: a = 2.033159
Answer: a = 2.033159
Calculator
How to calculate Rolling down incline
- Write down the formula: a = g sin θ / (1 + K²/R²).
- Note the known values (K, R, g, θ).
- Substitute them and simplify to find a.
- Use the calculator above to solve for any letter.
Frequently asked questions
What is the formula for Rolling down incline?
The formula is a = g sin θ / (1 + K²/R²), where K = K, R = range / radius / resistance, a = acceleration (m/s²), g = acceleration due to gravity (m/s²), θ = angle.
What is Rolling down incline when K = 7, R = 5, g = 10, theta = 37°?
a = 2.033159. Substitute the values into a = g sin θ / (1 + K²/R²) and simplify.