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1) Find the area of βˆ†

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Presentation on theme: "1) Find the area of βˆ†"β€” Presentation transcript:

1 1) Find the area of βˆ†π΄π΅πΆ with vertices 𝐴 (βˆ’4, βˆ’2) , 𝐡 (βˆ’2, 2) , 𝐢(5, 1)
2) Find the perimeter of the pentagon with vertices 𝐴 βˆ’4,2 , 𝐡 βˆ’4,βˆ’2 , 𝐢 0,βˆ’3 , 𝐷 4,βˆ’2 , π‘Žπ‘›π‘‘ 𝐸(2,3). Round to the nearest tenth. 4) Find the perimeter of a pentagon with vertices 𝐴 βˆ’1, 4 , 𝐡 4, 4 , 𝐢 3, βˆ’2 , 𝐷 βˆ’1, βˆ’4 , π‘Žπ‘›π‘‘ 𝐸(βˆ’4, 1). Round to the nearest tenth. 3) Find the area of rectangle DEFG with vertices 𝐷 βˆ’2, 6 , 𝐸 4, 3 , 𝐹 2, βˆ’1 , 𝐺(βˆ’4, 2)

2 6) Find the area of 𝐴𝐡𝐢𝐷𝐸 5) Find the area of parallelogram 𝐽𝐾𝐿𝑀 with vertices 𝐽 βˆ’4, βˆ’2 , 𝐾 2, 1 , 𝐿 3, 4 , 𝑀 (βˆ’3, 1) 7) Find the area by splitting into two shapes by drawing in 𝑄𝑇 8) Find the area of the polygon by addition

3 9) Find the area of polygon by subtraction

4 Find the perimeter. Round to the nearest tenth.
D (0, 1) , E (5, 4) , and F (2, 6) 14) Find the perimeter. Round to the nearest tenth. 13) Find the perimeter. Round to the nearest tenth. 𝐷 (0, 1) , 𝐸 (5, 4) , π‘Žπ‘›π‘‘ 𝐹 (2, 6) 15) Find the perimeter. Round to the nearest tenth. 16) Find the perimeter. Round to the nearest tenth.

5 17) Find the area of polygon

6 21) A designer is making a medallion in the shape of the letter β€œL
21) A designer is making a medallion in the shape of the letter β€œL.” Each unit on the coordinate grid represents an eighth of an inch, and the medallion is to be cut from a 1-in. square of metal. How much metal is wasted to make each medallion? Write your answer as a decimal. 22) Miguel is planning and costing an ornamental garden in the a shape of an irregular octagon. Each unit on the coordinate grid represents one yard. He wants to lay the whole garden with turf, which costs $3.25 per square yard, and surround it with a border of decorative stones, which cost $7.95Β per yard. What is the total cost of the turf and stones? Divide into square, kite, and parallelogram. 24) A machine component has a geometric shaped plate, represented on the coordinate grid. Each unit on the grid represents 1 cm. Each plate is punched from an 8-cm square of alloy. The cost of the alloy is $0.43/cm2, but $.28/cm2 can be recovered on wasted scraps of alloy. What is the net cost of alloy for each component? 23) Fencing costs $1.45 per yard and each unit on the grid represents 50 yd. How much will it cost to fence the plot of land represented by the polygon?

7 DOUBLE SIDED PRINT OVER SHORT EDGE


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