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3.3 Grasshoppers Everywhere!
Geometry
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3.1 Area and Perimeter of Parallelograms on the Coordinate Plane
Objectives Determine the perimeter of parallelograms on a coordinate plane Determine the area of parallelograms on a coordinate plane Explore the effects that doubling the area has on the properties of a parallelogram
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Problem 1: Rectangle or β¦ ?
π΄πππ πππππππππππππ =πβ Base and Height must be Perpendicular Together #1
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Problem 1: Rectangle or β¦ ?
What do we need to find the perimeter of a parallelogram? π= π₯ 2 β π₯ β π¦ 2 β π¦ 1 2 Collaborate #2 (a-e) (8 Minutes)
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Talk the Talk Pg. 269 In order to double the area of a parallelogram by manipulating the height, what must we do to the height? π΄=πβ 2π΄=π(β)2 2π΄=π(2β) If we want to double the area, we can double the height
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Talk the Talk Pg. 269 In order to double the area of a parallelogram by manipulating the base, what must we do to the base? π΄=πβ 2π΄=2 π β 2π΄= 2π β If we want to double the area, we can double the base
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Talk the Talk (Pg. 269) Base of Original Parallelogram π=π πππππ
Height of Original Parallelogram β=3 π’πππ‘π Doubled Height ππ=π πππππ
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Talk the Talk (Pg. 269) Base of Original Parallelogram π=π πππππ
Height of Original Parallelogram β=3 π’πππ‘π Doubled Height ππ=π πππππ Area of Original Parallelogram A = bh A = 8 x 3 = 24 square units Area of New Parallelogram A = 8 x 6 = 48 square units Bβ (-3, 14) Cβ (5, 14)
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Talk the Talk (Pg. 269) Base of Original Parallelogram π=π πππππ
Height of Original Parallelogram β=3 π’πππ‘π Doubled Height ππ=π πππππ Area of Original Parallelogram A = bh A = 8 x 3 = 24 square units Area of New Parallelogram A = 8 x 6 = 48 square units Aβ (-7, 5) Dβ (1, 5)
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Welcome to Geometry! Find an open seat
Finish yesterdayβs skills practice, 3.2, and turn it in Pg (3, 5, 8-10, 14-18) Today youβll be completing the Skills Practice for It is basically the same thing youβve been doing, just with parallelograms! The formula for the area of a parallelogram is: Complete pages Pg (3, 5, 8-10, 14-18)
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Welcome! Find an open seat Grab a calculator
Turn in Skills Practice 3.2 if youβve yet to do so! Besides Carnegie, itβll be the last grade in Marking Period 1 Warm Up: Determine the area of the parallelogram:
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Welcome! Go to Skills Practice 3.3. We will work on this today.
If you get finished early, please work on Cognitive Tutor
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Formative Assessment Skills Practice 3.3
Pg (3, 5, 8-10, 14-18) πππ π‘ππππ= π₯ 2 β π₯ π¦ 2 β π¦ 1 2
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