What Is The Formula Of Vertical Distance?
What is the formula of vertical distance?
The formula for vertical distance, say we let r = resultant vector.
It is :
y = r sin θ
where:
y = vertical distance
sin θ = angle measured from x axis.
An Airplane Took Off From An Aipory And Traveled At A Constant Rate And Angle Of Elevation. When The Airplane Reached An Altitude Of 500m, Its Horizon
An airplane took off from an aipory and traveled at a constant rate and angle of elevation. When the airplane reached an altitude of 500m, its horizontal distance from the airport was found to be 235m. What was the angle when the airplane rose from the ground? Answer: The constant angle when the plane rose from the ground is 64.8°. Step-by-step explanation: Horizontal Distance along ground from the origin (airport) to the bottom of altitude (height): 235 m Altitude (height) from the ground: 500 m Angle of elevation from the origin to the top of altitude: x Use the Tangent ration to find the angle of elevation: Tan θ = opposite/adjacent Where: Opposite = Altitude Adjacent = Horizontal Distance Tan ⁻¹ θ = (500 m)/(235 m) Tan ⁻¹ θ = 2.1277 θ = 64.8° (Significant digits: 3) The constant angle when the plane rose from the ground is 64.8°.
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