For part 2How and what are the formulas for the triangle patio kits? 2isqvareFaatTile (centersquares)Frame (rectangle withdiagonal lines)footCorner(black square)- Border(grey rectangle)To package the kits, you need to know how many of each component are needed for a patio of any given si1. Draw a model for a 1 x 12 x 2, and 3 x3 sized patio.2. Make a table showing the number ofeach component needed to each patio.3. Write a formula for each component that can be used to determine the numbers needed for largepatios.Use the formulas to find the number of component needed for a 4 x 4 and a 5 x 5 patio kit.4.PART 2 Suppose that you also sell patio kits made fromtriangles. Repeat the problem above using the picture onthe right (2x 2) to guide your thinking. This patio has 16 tiles,13 corners pie ces, 8 border pieces, 12 long frames and 16 shortframes (the legs of the right triangles). How many pieces areneeded for a 4 x4 patio? How many pieces are needed for a5 x 5 patio?5

We can derive the formula from the given figure in Part 2.

Answered: 2 isqvare Faat Tile (centersquares)…

Elementary Algebra

17th Edition

ISBN:9780998625713

Author:Lynn Marecek, MaryAnne Anthony-Smith

Publisher:Lynn Marecek, MaryAnne Anthony-Smith

Chapter9: Roots And Radicals

Section9.4: Multiply Square Roots

Problem 311E: An artist wants to make a small monument in the shape of a square base topped by a right triangle,...

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For part 2How and what are the formulas for the triangle patio kits?

2
isqvare
Faat
Tile (centersquares)
Frame (rectangle with
diagonal lines)
foot
Corner(black square)
- Border(grey rectangle)
To package the kits, you need to know how many of each component are needed for a patio of any given si
1. Draw a model for a 1 x 12 x 2, and 3 x3 sized patio.
2. Make a table showing the number ofeach component needed to each patio.
3. Write a formula for each component that can be used to determine the numbers needed for large
patios.
Use the formulas to find the number of component needed for a 4 x 4 and a 5 x 5 patio kit.
4.
PART 2 Suppose that you also sell patio kits made from
triangles. Repeat the problem above using the picture on
the right (2x 2) to guide your thinking. This patio has 16 tiles,
13 corners pie ces, 8 border pieces, 12 long frames and 16 short
frames (the legs of the right triangles). How many pieces are
needed for a 4 x4 patio? How many pieces are needed for a
5 x 5 patio?
5

Polygon with three sides, three angles, and three vertices. Based on the properties of each side, the types of triangles are scalene (triangle with three three different lengths and three different angles), isosceles (angle with two equal sides and two equal angles), and equilateral (three equal sides and three angles of 60°). The types of angles are acute (less than 90°); obtuse (greater than 90°); and right (90°).

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