13. Two pots are similar cylinders. The smaller pot has a height of 10 inches and a radius of 2.5 inches. 13 Round to the

Given step by step instructions and the final answer on how to find the volume of a right square pyramid who has a slant height of 5 inches and the length of the base is 4 inches. To earn full points you must: - Show each step of your work - Keep it organized and easy to read - Give a brief explanation of why you perform each step Give the correct final answer

Use the following scenario for Parts A, B, and C. Devin plans to build a wooden playhouse. The playhouse will be composed as a 0.75-m tall, 2.4-m wide, right square pyramid placed on top of a cube with base length of 2.4 m. Show all work and round to the nearest tenth. Part A: How much interior room will the playhouse provide? Part B: How many square meters of wood will the playhouse require to be built? Assume the inside of the playhouse will need 1 wooden piece for a floor and 1 wooden piece for a ceiling. There will be no wood placed where 1 face of the cube intersects the pyramid's base. Part C: Plastic shingles for the roof cost $4.59 per square meter, and are sold by the square meter. To the nearest cent, how much will it cost to apply shingles to the pyramid- shaped roof?

Can someone please help me with this and tell me if it’s abc or d

Leah takes a square-base pyramid and takes a cross section perpendicular to its base. She notes that this cross section is triangle and any cross section taken of a square-base pyramid will be a triangle. Is Leah correct

.  Lynne and a partner will construct a regular hexagon inscribed in a circle using a single piece of string that is x inches long. The step-by-step process they will use is shown below. Step 1: As the partner holds one end of the string at a point, Lynne will stretch the string tight and rotate it about the point to construct a circle. Step 2: As the partner holds one end of the string at a point on the circle, Lynne will rotate the string until the other end of the string intersects the circle. Step 3: After the partner moves the end of the string to the intersection point, Lynne and the partner will repeat the process described in Step 2 around the circle. Step 4: Lynne will connect the adjacent points with line segments. To construct the regular hexagon, what length of string should be used as the string is moved around the circle to make the intersection points?   A) 1/2 x B) 1/3 x C) x D) 1/6 x

3. Number patterns The manager of a grocery store asks a stock clerk to arrange a display of canned vegetables in a triangular pyramid like the one shown. Assume all cans are the same size and shape. a) How many cans is the tallest complete pyramid that the clerk can make with 100 cans of vegetables? b) How many cans make up the base level of the pyramid in part a)? c) How many cans are in the full pyramid in part a)? d) What is the sequence of the numbers of cans in the levels of the pyramid?

Joe wants to make a right square pyramid tent and is considering two sizes. He will either make one with a base that is 10 ft x 10 ft and has a height of 12 ft, or he will make one with a base that is 12 ft x 12 ft and has a height of 8 ft. Which tenth would have the most interior space?

Is it possible to make a regular pyramid using an isosceles trapezoid as a base? Describe why or why not.

2. What is the base shape in the following tessellation?