Flag Mechanics> A crate slides down an inclined right-ang...
question mark

A crate slides down an inclined right-angled trough as in Fig. The coefficient of kinetic friction between the crate and the material composing the trough is J.tk' Find the acceleration of the crate.
src=data:image/png;base64,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

Amit Saxena , 10 Years ago
Grade upto college level
anser 1 Answers
Navjyot Kalra

Last Activity: 10 Years ago

232-1068_1.PNG
star
LIVE ONLINE CLASSES

Prepraring for the competition made easy just by live online class.

tv

Full Live Access

material

Study Material

removal

Live Doubts Solving

assignment

Daily Class Assignments