Warm-Up Practice #98 on the iPad (Using Adobe Reader)

Slides:



Advertisements
Similar presentations
List all of the factor pairs of 168 If these measures were the sides of a rectangle, which dimensions would give you the greatest area? Which dimensions.
Advertisements

Honors Geometry Section 8.6 Areas and Volumes of Similar Figures
How Does The Measure Change? pg. 20 Similar Solids
11-7 Areas and Volumes of Similar Solids. Problem 1: Identifying Similar Solids Are the two rectangular prisms similar? If so what is the scale factor.
Bell Work: Indicate if the following numbers are elements of the set of integers. Use the proper symbols a)-1 b)2 c)√3.
No Warm-Ups This Week We will have a test Monday over formulas and area.
Geometry. What is Geometry? What geometry did you learn in primary school?
7 th Grade Math Lesson Objective: Students will find the perimeter and area of similar figures.
Geometry Area Perimeter Volume. Geometry Starter questions – lets get those grey cells working! What is the perimeter of these shapes: 5cm 7cm6c m 5cm.
Welcome to Jeopardy!.
A cube has a total surface area of 24 cm2
Scale Factor and Dilation
Example 1: Effects of Changing One Dimension
Using Proportions to Solve Geometry Problems Section 6.3.
Warm-Up Find the area and perimeter of the rectangle
Geometry 9-5 Changing Dimensions (Non-Proportional)
Geometry Formulas Section Formulas  Perimeter of a Triangle:  Area of a rectangle:  Volume of a box:
Geometry Area Perimeter Volume. Geometry Starter questions – lets get those grey cells working! What is the area and perimeter of these shapes: 5cm 7cm6c.
12.7 Similar Solids. Definitions of Similar Solids Similar Solids have congruent angles and linear measure in the same ratios. Scale factor 9 : 3 Perimeter.
Honors Geometry Section 8.6 Areas and Volumes of Similar Figures
Objectives Learn and apply the formula for the volume of a pyramid.
Enlargement Objectives: C GradeEnlarge a shape by a fractional scale factor Compare the area of an enlarged shape with the original shape Find the centre.
Geometry H2 (Holt 7-5)K. Santos.  Tyler wants to find the height of a telephone pole. He measured the pole’s shadow and his own shadow. What is the height.
Mathematics Geometry: Dimensions Science and Mathematics Education Research Group Supported by UBC Teaching and Learning Enhancement Fund Department.
Warm-up 4 Find the perimeter and area of both shapes, then double and triple the dimensions. What happens? 4 4.
Solve the following proportions. a = 9 b = 7 c = 6 d = 6.
Geometry 9-5 Changing Dimensions (Proportionally) If you change each dimension of a figure, the figure will be similar only larger or smaller. Double each.
Drawing to Scale. What does it mean to say something is “to scale”?
11.6 Changing Dimensions. Investigation 1)Take a piece of paper. Fold it in half twice. 2)Cut along the layers, cutting out four congruent rectangles.
Change in Dimensions We are learning to…determine how volume is affected when the dimensions of an object are changed. Wednesday, January 20, 2016.
Advanced Geometry Similarity Lesson 1B
Write Perimeter, Area or Volume for each answer Number from 1-22 on a sheet of notebook paper.
Graph: A(4, 2) B(2, 0) C(6, -6) D(0, -4) E(-6, -6) F(-2, 0) G(-4, 2) H(0, 4)
THINK LINE Imagine a line wrapped around the figure. Units are cm. ft. in. etc. 2 2 Perimeter is ONE DIMENSION DIMENSIONAL What is the Perimeter of.
Changes in scale.
Effect of Change The effects on perimeter, area, and volume when dimensions are changed proportionally.
Percent Change of Dimensions Lesson 71. Increase and Decrease ›Increase: Dilation ›Decrease: Reduction ›Creates similar figures; proportional measures.
Geometry/Trig 2Name: __________________________ Total Area and Volume Excel ExplorationDate: ___________________________ 1) Follow the examples to create.
A dilation is when the figure either gets larger (enlargement) or smaller (reduction). =
What does it mean to find the volume of a solid? For example:
7.7 How Does The Measure Change? pg. 19 Similar Solids.
Review on Volume and Dimensional Changes. Find the Volume! diameter = 12 in height = 15 in.
12.7 Similar. Today we will… Return to the idea Of similar objects.
Slope
Changes in Dimensions. 5 ft 8 ft EX1)Suppose the dimensions of the rectangle are doubled. What effect would this have on the perimeter? On the Area? P=
Effect of Change The effects on perimeter, area, and volume when dimensions are changed proportionally.
CTET Mathematics Measurements & Units. Measurement of Length.
Area of Composite Figures
Formulas for Lengths, Areas and Volumes
A Unit about Change in Geometric Figures and Solids
Lots of fun with Perimeter – Area - Volume
Math Humor Write the expression for the volume of a thick crust pizza with height "a" and radius "z". Hint: To find the volume, multiply the area of the.
How dimension change affects surface area and volume.
What is dimension?.
Exploring the Effect of Changing Dimensions on Area & Perimeter
3-D Shapes Topic 14: Lesson 3
Shape size
Write Perimeter, Area or Volume for each answer
Homework Correction Take out your workbook!
2 types of scale factor problems
Advanced Extremely High Frequency (AEHF)
UNIT SELF-TEST QUESTIONS
1 cm 1 cm 1 cm.
Objectives and Student Expectations
11.1 Even Answers.
Area and Volume Scale Factor
What Mathematics can you see?
Find the Perimeter.
Effect of Change The effects on perimeter, area, and volume when dimensions are changed proportionally.
Practice Geometry Practice
Presentation transcript:

Warm-Up Practice #98 on the iPad (Using Adobe Reader)

Geometry 9-5 Dimensionality How many dimensions does each measurement have? Perimeter: Area: Volume: one two three

Examples) What effect will doubling the dimensions have on the perimeter/area? What effect will a scale factor of 1/3 have on the perimeter/area? If the original perimeter is 60 and the new perimeter is 30, what is the scale factor? If the original area is 20 and the new area is 180, what is the scale factor? Double the perimeter, 2 x 2 = 4 times the area 1/3 the perimeter 1/3 x 1/3 = 1/9 the area 30/60 = ½, scale factor = ½ 180/20 = 9 = 3 x 3 Scale factor = 3