Figure shows the side view of a tank with a curved gate. The gate width into the page is 18 in. The tank contains turpentine and is filled to a depth of 32 in. (a) Determine the magnitude (in Ib) and direction (R or L) of the horizontal component of the force acting on the curved gate. PLS DRAW DIAGRAM (b) Determine the magnitude (in Ib) and direction (U or D) of the total vertical component of the force acting on the curved gate. DRAW DIAGRAM PLS (c) Determine the magnitude of the total force (in Ib) acting on the gate. (d) Determine the angle that the total force acting on the gate makes with the horizontal.
Figure shows the side view of a tank with a curved gate. The gate width into the page is 18 in. The tank contains turpentine and is filled to a depth of 32 in. (a) Determine the magnitude (in Ib) and direction (R or L) of the horizontal component of the force acting on the curved gate. PLS DRAW DIAGRAM (b) Determine the magnitude (in Ib) and direction (U or D) of the total vertical component of the force acting on the curved gate. DRAW DIAGRAM PLS (c) Determine the magnitude of the total force (in Ib) acting on the gate. (d) Determine the angle that the total force acting on the gate makes with the horizontal.
Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
5th Edition
ISBN:9781305084766
Author:Saeed Moaveni
Publisher:Saeed Moaveni
Chapter12: Electric Current And Related Variables In Engineering
Section12.2: Electrical Circuits And Components
Problem 6BYG
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1. Figure shows the side view of a tank with a curved gate. The gate width into the page is 18 in. The tank contains turpentine and is filled to a depth of 32 in.
(a) Determine the magnitude (in Ib) and direction (R or L) of the horizontal component of the force acting on the curved gate. PLS DRAW DIAGRAM
(b) Determine the magnitude (in Ib) and direction (U or D) of the total vertical component of the force acting on the curved gate. DRAW DIAGRAM PLS
(c) Determine the magnitude of the total force (in Ib) acting on the gate.
(d) Determine the angle that the total force acting on the gate makes with the horizontal.
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