Mindy would like to use the box below to gift wrap a large book she wants to give to a friend. The book has dimensions 232mm by 439mm and is 140mm thick.1cm = 10mma) Will her book fit into this box? ___________b) What is the volume of the box? _____________c) If she uses this box, how much wrapping paper will she need to cover the entire surface area of the box? ________________________ **Rectangular Prism Diagram Explanation**This image features a three-dimensional diagram of a rectangular prism (or box) with the following dimensions labeled:- Length: 45 cm- Width: 15 cm- Height: 25 cmThe diagram is drawn in an isometric perspective, allowing viewers to see the three dimensions simultaneously. Dotted lines are used to represent edges not directly visible, giving a clear view of the box's complete shape.Beneath the diagram, there is a question partially shown: "how many cubes...? into this box?" ...with a space for an answer to be filled in. This likely refers to calculating how many smaller cubic units of a certain size could fit inside the given dimensions of the box. This setup is often used for educational purposes to teach students about volume, spatial reasoning, and unit conversion.

Answered: Image /qna-images/answer/6f4e8e7b-e079-497e-b8d1-c2b7b6aec29f.jpg

Mindy would like to use the box below to gift wrap a large book she wants to give to a friend. The book has dimensions 232mm by 439mm and is 140mm thick. 1cm = 10mm a) Will her book fit into this box? ___________ b) What is the volume of the box? _____________ c) If she uses this box, how much wrapping paper will she need to cover the entire surface area of the box? ________________________

Mindy would like to use the box below to gift wrap a large book she wants to give to a friend. The book has dimensions 232mm by 439mm and is 140mm thick. 1cm = 10mm a) Will her book fit into this box? _____ b) What is the volume of the box? _ c) If she uses this box, how much wrapping paper will she need to cover the entire surface area of the box? __________________

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

See similar textbooks

Similar questions

I need help to solve the volume and surface area pleas
10) Slide RED circle in front of correct answer. A spectator is viewing the six cars of a roller coaster as it travels down a hill at an amusement park. 20 ft Which is closest to the total length of the six cars? 12.3 ft 15.8 ft 25.6 ft 32.5 ft
The above figure is a rectangular prism; mAB= 10ft, mAG= 8ft, mBC= 14ft. Determine the total surface area of the prism and the volume of the prism. (You must show your work)
12. diameter and is 30 inches tall. The box she's shipping it in is 2ft x 1.5t x 3ft. She has to fill the extra space with packing peanuts whlch cost $9.95 for a 3 cubic foot bag. (note the units!!). Sue wants to ship a cylinder-shaped present to her friend. The cylinder has an 18 inch a) How much will she have tO spend on bags of packing peanuts?
Find the volume of the square pryamid. -15 in 17 in 16 in The volume is cubic inches.
The weight of the air pushing down on you at sea level is 14.7 lbs per square inch. If your ruler is 12 square inches how many pounds (lbs) of air do you need to lift up?
) Jess is mailing a jewelry box with sides that are 8 inches long. What is the volume of the shipping box? Cin. II
put in front of her model of a library. FH Ow much plaster does she need? 3 сm 6 cm 6 cm 2 cm 4 ст 6 cm 9 cт ? ]cm3 Enter mus Corporation. All Rights Reserved.
5. The dimensions of the floor of an airplane hangar are shown in the diagram. The floor is composed of a rectangle and a trapezoid. Airplane Hangar 14 feet 68 feet 46 feet 60 feet What is the area of the floor? A. 2,760 square feet B. 3,574 square feet C. 4,080 square feet D. 4,894 square feet raft
1o receive full credit. You want to install a 13.5 feet deep in-ground pool in your backyard but you are concerned about the amount of water you will need to fill the pool. You can either install a circular pool with a diameter of 10 feet, or a rectangular pool with the dimensions 10 feet by 7.5 feet. If a pool holds 6 gallons of water per cubic foot, which type of pool will use less water, the circular pool or the rectangular Your answer edu hp
7. The door to a tent in the shape of a triangular prism (see picture) has the shape of an equilateral triangle. The floor of the tent is a 6-foot-wide by 8-foot-long rectangle. Find the height of the tent, then find the volume. The volume of a triangular prism is V * w h L. h. a ft 6 ft
2. For the box shown, the volume is 252 cu. cm. Determine the value of x. x + 2