Now try the ag-shaped plate pictured below; find its center of gravity by following the steps given. It is 1513mm high and Emm long; with a triangle cut out of the right side, as shown. We\" 1. First malte the Flag one big rectangle by drawing a dashed line clown the right side. 2. Next find the area of this rectangle, AR, as well as the area of the triangle you created with the clashed line. Remember the formula for the area of a triangle is :1; 1} [best ] [.I'lt tgftl} 3. Draw in the attis of symmetry for this Flag figure using a dashed line lilte I did for the Tplate [about which axis is the Flag symmetrical?l. {BIG HINT: It's horizontal} 4. Put the origin point at the far right of your axis of symmetry and label this point {flit}. 5. The center of gravity for a triangle is till the way up from the base. so label this point as the value for 1'. (HINT: Knowing the height of the triangle is tmm, what value is 1i'3 of the way 'up' -- to the left of - the origin?) 6. What is the value for the center of gravity of the rectangle you created? Remember to measure this point from the origin point and label it 5's. 7. Calculate the center of gravity of this Flag-plate by plugging your numbers into the equation. (ARXR) - (AAXA)) Xeg = AR - AA Xcq =