A company manufactures aluminum mailboxes in the shape of a box with a half-cylinder topThe company will make 1395 mailboxes this weekIf each mailbox has dimensions as shown in the figure below, how many square meters of aluminum will be needed to make these mailboxes? In your calculations, use the value 3.14 for pi, and round your answer to the next square meter.And on 'the figure below' There is the mailbox with I think the length is 0.19m and the width is 0.66m and the height is 0.47m
He is either bored or looking for food.Does he go outside in the garden.Cats are usually hunters and gatherers.They need to be outside so they can explore the garden.
You have basically two sets of problems; divide and conquerBreak the areas into rectangles which are easy (Alw)and the half round and half cylindrical sides The area of the two half circle sections will total 3.14r^2 (where r is the radius of the half circle (which is .33m if I get your description right), the cylindrical top area would be half of l2(3.14)r or .193.14.33 (assuming again that radius 1/2 of width) You should be able to calculate the areas and add them from there Hope this helpsFor the future Area of a circle Apir^2, Circumference C2pir Once you get the total area, don't forget to round up to the next sqmeter after multiplying by the number of mailboxes made.
