Rectilinear Kinematics: Continuous Motion| Engineering Mechanics| Dynamics| RC Hibbeler| Problem 12.1

A baseball is thrown downward from a 50-ft tower with an initial speed of Determine the speed at which it hits the ground and the time of travel. SOLUTION: $latex v_2^2=v_1^2+2a_c\left(s_2-s_1\right)&s=2&fg=000000$ $latex v_2^2=\left(18\right)^2+2\left(32.2\right)\left(50-0\right)&s=2&fg=000000$ $latex v_2=59.532\:ft/s&s=2&fg=000000&bg=8DB600$   $latex v_2=v_1+a_ct&s=2&fg=000000$ $latex 59.532=18+32.2\left(t\right)&s=2&fg=000000$ $latex t=1.29\:s&s=2&fg=000000&bg=8DB600$    

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Dynamics ENGR 212-Ecampus| Oregon State University| Assignment #1 Ver. A

You can buy the complete solutions to the problems that follow. You will be directed to the solution file as soon as you will complete payment. Please do not close or refresh browser until then. If something went wrong, please send an email to enggmathem@gmail.com.  Problem #1: Problem #1, Part a: Determine the time (in seconds) … Continue reading Dynamics ENGR 212-Ecampus| Oregon State University| Assignment #1 Ver. A

Scalars and Vectors

What are the important points when dealing with scalars and vectors? I have summarized down below some four important concepts you need to know when solving problems involving scalars and vectors. A scalar can be a negative or positive number. Scalar has magnitude but without direction. A vector is a quantity that has a magnitude, … Continue reading Scalars and Vectors