A thin vertical plate is submerged in water and has the indicated shape (see diagram). Show how to approximate the hydrostatic force against one side of the plate by a Riemann sum. Then express this force as an integral and lb evoluate it. Use weight densty of water is 62.4. Final ft answer is a decimal. Be sure to identify the depth and area of a typecial horizontal rectangular strip of the plate and all side work. Label! use the lowest vertex of the plate as the xy- plane ORIGN! (HINT: Find the equation of the deagogoal side of the plate. Draw a typical horizontal rectangle of width Ay ft . Use equation to find length of rectangle) 1ft 3ft + y-axis (0, 0) 4ft Surface of water + X-axis

A thin vertical plate is submerged in water and has the indicated shape (see diagram). Show how to approximate the hydrostatic force against one side of the plate by a Riemann sum. Then express this force as an integral and lb evoluate it. Use weight densty of water is 62.4. Final ft answer is a decimal. Be sure to identify the depth and area of a typecial horizontal rectangular strip of the plate and all side work. Label! use the lowest vertex of the plate as the xy- plane ORIGN! (HINT: Find the equation of the deagogoal side of the plate. Draw a typical horizontal rectangle of width Ay ft . Use equation to find length of rectangle) 1ft 3ft + y-axis (0, 0) 4ft Surface of water + X-axis