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Grind Rails Designs Grind Rails Designs

Grind Rails Designs - PowerPoint Presentation

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Uploaded On 2016-04-30

Grind Rails Designs - PPT Presentation

Content and Language Objectives Content Objective SWBAT look closely to discern a pattern or structure Standards for Mathematical Practice 7 Language Objective SWBAT use clear definitions in discussion with others and in their own reasoning ID: 299725

rail grind air rails grind rail rails air horizontal ground height location design dot paper practice mathematical park standards

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Presentation Transcript

Slide1

Grind Rails DesignsSlide2

Content and Language Objectives

Content Objective

SWBAT

look closely to discern a pattern or structure. (

Standards for Mathematical Practice 7

)

Language Objective

SWBAT use clear definitions in discussion with others and in their own reasoning. (

Standards for Mathematical Practice 6

)

SWBAT justify their conclusions, communicate them to others, and respond to the arguments of others. (

Standards for Mathematical Practice 3

)Slide3

Steepness

Rank these three treadmills from most steep to least steep.

2

1

3Slide4

What Does Steepness Mean?

On the back of your paper, use words, numbers, and/or pictures to explain what steepness means.Slide5

Grind Rails

You have been hired to design

three

grind rails (handrails) for a new skate park

.

To the right are two examples of what these look like in real life.Slide6

Drawing Grind Rails – Sheet

1

You have been hired to design

three

grind rails (handrails) for a new skate park. Use the dot paper below to design the grind rails. The grind rails

must only use straight lines

. Make sure that every grind rail

starts and stops at a dot

.

Horizontal location (on ground)

Horizontal location (on ground)

Horizontal location (on ground)

Height (in the air)

Height (in the air)

Height (in the air)

Grind Rail #1

Grind Rail #2

Grind Rail #3Slide7

Which Is Steeper? – Sheet 2

You have been hired to design

three

grind rails (handrails) for a new skate park. Use the dot paper below to design the grind rails. The grind rails

must only use straight lines

. Make sure that every grind rail

starts and stops at a dot

.

Horizontal location (on ground)

Horizontal location (on ground)

Horizontal location (on ground)

Height (in the air)

Height (in the air)

Height (in the air)

Grind Rail #1

Grind Rail #2

Grind Rail #3Slide8

Which Is Steeper? – Sheet 3

You have been hired to design

three

grind rails (handrails) for a new skate park. Use the dot paper below to design the grind rails. The grind rails

must only use straight lines

. Make sure that every grind rail

starts and stops at a dot

.

Horizontal location (on ground)

Horizontal location (on ground)

Horizontal location (on ground)

Height (in the air)

Height (in the air)

Height (in the air)

Grind Rail #1

Grind Rail #2

Grind Rail #3Slide9

Which Is Steeper? – Sheet 4

You have been hired to design

three

grind rails (handrails) for a new skate park. Use the dot paper below to design the grind rails. The grind rails

must only use straight lines

. Make sure that every grind rail

starts and stops at a dot

.

Horizontal location (on ground)

Horizontal location (on ground)

Horizontal location (on ground)

Height (in the air)

Height (in the air)

Height (in the air)

Grind Rail #1

Grind Rail #2

Grind Rail #3Slide10

Which Is Steeper? – Sheet 5

You have been hired to design

three

grind rails (handrails) for a new skate park. Use the dot paper below to design the grind rails. The grind rails

must only use straight lines

. Make sure that every grind rail

starts and stops at a dot

.

Horizontal location (on ground)

Horizontal location (on ground)

Horizontal location (on ground)

Height (in the air)

Height (in the air)

Height (in the air)

Grind Rail #1

Grind Rail #2

Grind Rail #3Slide11

Content and Language Objectives

Content Objective

SWBAT

look closely to discern a pattern or structure. (

Standards for Mathematical Practice 7

)

Language Objective

SWBAT use clear definitions in discussion with others and in their own reasoning. (

Standards for Mathematical Practice 6)SWBAT justify their conclusions, communicate them to others, and respond to the arguments of others. (Standards for Mathematical Practice 3)