Projectile A is dropped from 50 meter building. Projectile B is dropped from another building and takes 2.43 seconds to impact the ground. Upon impact, determine how much faster the right projectile was moving than the slower projectile.
mgh=mv2/2→v=2gh=2⋅9.8⋅50=31.3(m/s)mgh=mv^2/2\to v=\sqrt{2gh}=\sqrt{2\cdot9.8\cdot50}=31.3(m/s)mgh=mv2/2→v=2gh=2⋅9.8⋅50=31.3(m/s)
u=2gh=2ggt2/2=gt=9.8⋅2.43=23.8 (m/s)u=\sqrt{2gh}=\sqrt{2ggt^2/2}=gt=9.8\cdot2.43=23.8\ (m/s)u=2gh=2ggt2/2=gt=9.8⋅2.43=23.8 (m/s)
v−u=31.3−23.8=7.5 (m/s)v-u=31.3-23.8=7.5\ (m/s)v−u=31.3−23.8=7.5 (m/s) . Answer
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