poster is to contain 150 square inches of printed matter, surrounded by margins that are 3 inches wid on the top and bottom, and 2 inches on each side. Find the dimensions for the poster that minimize the total area. A

Q: ive large letters should be spread out evenly across a banner. The banner is 14 feet wide. Each…

A: There is total 14 feet space to place the words evenly.  The words are 2 feet wide each. It takes…

Q: Help find the dimensions of a box with largest volume formed from a 10-inch by 10-inch piece of…

A:

Q: Find the largest possible area for a rectangle whose perimeter is given at 16 ft.

A:

Q: A rectangular gal 8 m is to be fenced 4 times. Fir

A: 11.  Given that a rectangular room of length is 4m and breadth is 3m.

Q: My rectangular cabbage patch has a total area of 80 sq. ft. Find its perimeter in terms of the width…

A: Given the data:

Q: A page printed must contain 60sq. cm. of printed material. There are to be margins of 5cm. on either…

A: Let us consider the length be l cm and width be b cm of a rectangle Thus, the area of the rectangle…

Q: HOW MUCH ARE THE CATHETES OF A RECTANGLE ISOSCELES TRIANGLE WHOSE HYPOTENUSA IS 12CM

A: To find the two other equal lengths of isosceles triangle

Q: Calculate for the perimeter and area of the Octagon with side length of 2cm

A: In this question, we want to find the area and perimeter of the octagon with side length of 2 cm.

Q: Find the area A of a rectangle with length 4 inches and width 2 inches.

A: It is given that, the length of the rectangle is 4 inches and width is 2 inches.

Q: Find the area of the square with side length 1.4 m.

A:

Q: Find the area, to the nearest tenth, of one slice of an 8 inch pizza that has been cut into 6 slices

A:

Q: show that the total area of the bunker is approximately 70m2

A: Observe the figure we can see that total area of the bunker is split in to four different triangles.…

Q: Calculate for the perimeter and area of a regular 13 – gon of side length equal to 2 inches.

A: Perimeter of a regular n-gon = ns, where n is the number of sides and s is the length of each side.…