Question

From point A shown in the figure, there is a hinged rectangular cover that is 3 m long and 2 m wide. The AB cover is located exactly at the midpoint of the diagonal. Find the force that needs to be applied at point B to keep the AB cover in equilibrium. (For the liquid, Y liquid = 0.9 gr/cm$^3$, for the oil Y Oil= 0.75 gr/cm$^3$) liquid 30° A oil B 5m

Name: from point a shown in the figure there is a hinged rectangular cover that is 3 m long and 2 m wide the ab cover is located exactly at the midpoint of the diagonal find the force that needs t 03258
Uploaded: 2024-05-07T11:45:05-08:00
Duration: 3 min 36 s
Channel: Adi S
Description: from point a shown in the figure there is a hinged rectangular cover that is 3 m long and 2 m wide the ab cover is located exactly at the midpoint of the diagonal find the force that needs t 03258

          From point A shown in the figure, there is a hinged rectangular cover that is 3 m long and
2 m wide. The AB cover is located exactly at the midpoint of the diagonal. Find the force that
needs to be applied at point B to keep the AB cover in equilibrium. (For the liquid, Y liquid =
0.9 gr/cm$^3$, for the oil Y Oil= 0.75 gr/cm$^3$)
liquid
30°
A
oil
B
5m

from point a shown in the figure there is a hinged rectangular cover that is 3 m long and 2 m wide the ab cover is located exactly at the midpoint of the diagonal find the force that needs t 03258

Added by Kyle L.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Adi S

05/07/2024

Step 1

Given: - Length of the rectangular cover (L) = 3 m - Width of the rectangular cover (W) = 2 m - The cover AB is hinged at A and located at the midpoint of the diagonal. - The system is in equilibrium. - Density of liquid ($\rho_{liquid}$) = 0.9 gr/cm$^3$ = 900 Show more…

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From point A shown in the figure, there is a hinged rectangular cover that is 3 m long and 2 m wide. The AB cover is located exactly at the midpoint of the diagonal. Find the force that needs to be applied at point B to keep the AB cover in equilibrium. (For the liquid, Y liquid = 0.9 gr/cm$^3$, for the oil Y Oil= 0.75 gr/cm$^3$) liquid 30° A oil B 5m