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Design Layout References Mailings Review View Tell me what you want to do... Α Α΄ Aa ▾ 2 T AaBbCcI AaBbCcD AaBbCcI AA E 1 Normal TVS Table... 1 No Spac... Paragraph 15 Styles Measure the following quantities: ● R-Range (at the location where projectile hits the ground) It-Flight Time (at the location where projectile hits the ground) ● . H- Maximum Height (at the peak of the projectile) ● Th-Time at Max Height (at the peak of the projectile) Launch Launch Range Flight Max. Time to Speed Angle R Time Height Max. Xx 0 (m) If H Height sin 0 (m/s) (degree (m) Th (s) 15 25 17.57 1.29 0.58 0.1 15 21.55 1.75 0.1 sert LO 12 ▾abe X₂ X² Font 35 Cos 0 tan 0 P ab ac F s Ed

Design Layout References Mailings Review View Tell me what you want to do... Α Α΄ Aa ▾ 2 T AaBbCcI AaBbCcD AaBbCcI AA E 1 Normal TVS Table... 1 No Spac... Paragraph 15 Styles Measure the following quantities: ● R-Range (at the location where projectile hits the ground) It-Flight Time (at the location where projectile hits the ground) ● . H- Maximum Height (at the peak of the projectile) ● Th-Time at Max Height (at the peak of the projectile) Launch Launch Range Flight Max. Time to Speed Angle R Time Height Max. Xx 0 (m) If H Height sin 0 (m/s) (degree (m) Th (s) 15 25 17.57 1.29 0.58 0.1 15 21.55 1.75 0.1 sert LO 12 ▾abe X₂ X² Font 35 Cos 0 tan 0 P ab ac F s Ed

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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### Projectile Motion Experiment In this section, we will focus on understanding and measuring the key quantities in projectile motion. Here are the quantities you will measure: - **R** (Range): The horizontal distance traveled by the projectile (at the location where the projectile hits the ground). - **Tₓ** (Flight Time): The total time the projectile remains in motion (from launch to landing). - **H** (Maximum Height): The peak vertical height reached by the projectile. - **Tₕ** (Time to Max Height): The time taken to reach the peak vertical height of the projectile. #### Data Table The following table summarizes the key measurements for two different launch angles with a constant launch speed: | Launch Speed \( V_x \) (m/s) | Launch Angle \( \theta \) (degrees) | Range \( R \) (m) | Flight Time \( T_f \) (s) | Max Height \( H \) (m) | Time to Max Height \( T_h \) (s) | sin \( \theta \) | cos \( \theta \) | tan \( \theta \) | |-------------------------------|-------------------------------------|-------------------|----------------------------|-------------------------|------------------------------|------------|------------|------------| | 15 | 25 | 17.57 | 1.29 | 0.58 | 0.1 | | | | | 15 | 35 | 21.55 | 1.75 | 0.81 | 0.1 | | | | #### Explanation of the Graphs and Diagrams In the table above: - The **Launch Speed** is kept constant at 15 m/s for both trials. - The **Launch Angle** varies, with one trial at 25 degrees and the other at 35 degrees. - **Range** (R) indicates the distance traveled by the projectile along the horizontal axis. - **Flight Time** (\(T_f\)) represents the total time the projectile is in motion. - **Maximum Height** (H) is the highest vertical point reached by the projectile. - **Time to Max Height** (\(T_h\)) shows the duration it takes to reach this peak height. Columns for \( \sin \theta \), \( \cos \theta \), and \( \tan \theta \) are included,
Transcribed Image Text:### Projectile Motion Experiment In this section, we will focus on understanding and measuring the key quantities in projectile motion. Here are the quantities you will measure: - **R** (Range): The horizontal distance traveled by the projectile (at the location where the projectile hits the ground). - **Tₓ** (Flight Time): The total time the projectile remains in motion (from launch to landing). - **H** (Maximum Height): The peak vertical height reached by the projectile. - **Tₕ** (Time to Max Height): The time taken to reach the peak vertical height of the projectile. #### Data Table The following table summarizes the key measurements for two different launch angles with a constant launch speed: | Launch Speed \( V_x \) (m/s) | Launch Angle \( \theta \) (degrees) | Range \( R \) (m) | Flight Time \( T_f \) (s) | Max Height \( H \) (m) | Time to Max Height \( T_h \) (s) | sin \( \theta \) | cos \( \theta \) | tan \( \theta \) | |-------------------------------|-------------------------------------|-------------------|----------------------------|-------------------------|------------------------------|------------|------------|------------| | 15 | 25 | 17.57 | 1.29 | 0.58 | 0.1 | | | | | 15 | 35 | 21.55 | 1.75 | 0.81 | 0.1 | | | | #### Explanation of the Graphs and Diagrams In the table above: - The **Launch Speed** is kept constant at 15 m/s for both trials. - The **Launch Angle** varies, with one trial at 25 degrees and the other at 35 degrees. - **Range** (R) indicates the distance traveled by the projectile along the horizontal axis. - **Flight Time** (\(T_f\)) represents the total time the projectile is in motion. - **Maximum Height** (H) is the highest vertical point reached by the projectile. - **Time to Max Height** (\(T_h\)) shows the duration it takes to reach this peak height. Columns for \( \sin \theta \), \( \cos \theta \), and \( \tan \theta \) are included,
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