I'm lost on what they mean... Help please.I took a pic of the range on page 63 Fill in the rest of the table below by adjusting the angle and initial speed as listed.Angle30°30°45°55°70°Initial Speed30°30°9 m/s18 m/s18 m/s18 m/s18 m/sAngle InitialSpeed45°55°70°9 m/s18 m/s18 m/s18 m/s18 m/sMaximumRange7.15M28.6m33.03m31.04m21.23mRangePage 63Time to Reachthe Ground2.5953.013,455Orals1.835Now, use the equations for projectile motion to find the same values and fill in the table below.The formulas that you need are given in the columns or in the text.Time to Reachthe Groundx = xo + vxotMaximumHeight1.03m4:13M6.26m11.08m14.586mTime to ReachMaximumHeight0.463Maximum Heightv² = v²o - 2g(y - Yo)yoYo = 00.9251.351. Ss1.725Time to ReachMax HeightVy = Vyo + ayt R =vo sin 200g

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Description: I'm lost on what they mean... Help please.I took a pic of the range on page 63 Fill in the rest of the table below by adjusting the angle and initial speed as listed.Angle30°30°45°55°70°Initial Speed30°30°9 m/s18 m/s18 m/s18 m/s18 m/sAngle InitialSpe

Given that the angle of a projectile is θ=30o The initial speed is uo=9m/s So horizontal component…

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Now, use the equations for projectile motion to find the same values and fill in the table below. The formulas that you need are given in the columns or in the text. Maximum Height v² = vo-29(y - Yo) 1 Yo = 0 Angle Initial Speed 30° 30° 45° 55° 9 m/s 18 m/s 18 m/s 18 m/s Range Page 63 Time to Reach the Ground x = xo + vxot Time to Reach Max Height Vy = Vyo + ayt

Now, use the equations for projectile motion to find the same values and fill in the table below. The formulas that you need are given in the columns or in the text. Maximum Height v² = vo-29(y - Yo) 1 Yo = 0 Angle Initial Speed 30° 30° 45° 55° 9 m/s 18 m/s 18 m/s 18 m/s Range Page 63 Time to Reach the Ground x = xo + vxot Time to Reach Max Height Vy = Vyo + ayt

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter1: Introduction And Vectors

Section: Chapter Questions

Problem 40P: Find the horizontal and vertical components of the 100-m displacement of a superhero who flies from...

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