Lesson Seven Surface Area and Absorption Objectives Calculate the surface area of a cube and rectangular solid Build a cross-section model of small intestines.

Slides:



Advertisements
Similar presentations
Soap Floats Lab. Question/Problem How your lab group make the bar of soap float in a container of water?
Advertisements

HW: Finish Problem 1.2 pg 10 #1-6 Do Now4/2/14 Find the area of this composite figure (a figure made up of other shapes). 208cm².
Digestion An Absorbing Tale. 11/5/12 Do Now An Absorbing Tale  Key Question: How does your digestion system work?  Initial Thoughts:
Lab 1: Introduction to Inquiry Process “Which paper towel absorbs the most water?”
What is the true number of faces of a rectangular prism?
Agar Cell Diffusion Vanderbilt Student Volunteers for Science
Volume of Rectangular Prisms
Spaces 2 Sat, 15 th Jan : :00 Algebra Consolidation 11: :00 Painted cube Investigation 14: :30 Solving optimization problems.
Warm Up Solve the following inequality Compound Inequalities A compound inequality consists of inequalities joined with the word AND or the word.
Surface Area of a Rectangular Prism. Getting Ready – Calling Stick Activity What is the name of shape A? A What is the name of shape B? C Square Cube.
Day 1.
 Continue using a mat plan and its side and top views to represent a 3-D solid  Learn a new way to represent a 3-D object: net  Learn about a special.
LESSON 10.1 & 10.2 POLYHEDRONS OBJECTIVES: To define polyhedrons To recognize nets of space figures To apply Euler’s formula To describe cross section.
9/23/15 Entry Task 1.What is mass? How do we measure mass? 2.What is volume? How do we measure volume? 3.Is there a relationship between mass and volume.
Drawing Views Lesson 4. Engage: Display a chart “Describing and Analyzing Structures” + tape one of the structure cards to it (or use card below) As students.
Lesson 2 – Moving Right Along Objectives Discuss the purpose of the digestive tract Build a model of the digestive tract and investigate how food moves.
Surface Area and Volume
L7: 7.2 “Modeling the Inside Surface of the Small Intestine”
Interpret area models to form rectangular arrays.
LIMITS TO SIZE: Why are Cells Small Lab?
Project Suggestions  Give students squared paper and ask them to investigate each of the questions on the slides that follow.  It is likely to take 2-3.
Lesson Twelve Recipe for Energy—Cellular Respiration
VOLUME OF SPHERES.
Welcome – Do Now Materials: Pencil / Pen, Notebook, Glue stick Instructions: 1.Take 1 interactive textbook – write your name and “Ms. Ski Science Room.
What is Volume?. What is Volume? Volume is the amount of space inside an object.
Lesson Fifteen Factors That Affect Heart Rate
(1) A student used the following argument to show why 2 lines are parallel: “since the consecutive angles are congruent, the lines are parallel.” Is the.
Neither!!! Their cells are the same size… this one just has MORE!
Warm-Up #1 11/30 1. Write down these 3 formulas:
Lesson Eleven How Much Air Can You Exhale? Objectives Graduate and assemble a device that measures the volume of exhaled air. Use a sponge to model how.
4 – Digestion in the mouth
Lesson 6 Diffusion and Active Transport Ojectives Use models to show the spread of items through a membrane Define diffusion Explain the difference between.
Twin Chimneys Elementary. What is a “Science Fair Project?” A scientific question that you want to answer or solve.
How Many Cubes? «The Toy Factory ». Guiding Questions What is the relationship between the standard units of measure for area and volume? How does a change.
Scientific Method Mr. Jones 8 th Grade Science What is the ‘scientific method’? The words Scientific Method are a term referring the principles that.
Nets and Drawings for Visualizing Geometry
“Surface Area & Absorption?
Surface Area of a Rectangular Prism
Skills for Science with a focus on Biology.
A right triangle is a triangle with a right angle
Lesson 20 - Muscle Size and Strength
Study Weathering WOW and DR Weathering
Surface area of cuboids
Math CC7/8 – Oct. 24 Learning Log: Topic: Similarity & Ratios
Scientific Method.
Scientific Method.
Secondary math – Surface Area.
Circumference
Just What is Science?.
Math 801A: Mat Plans and 3-view Orthographic Projections
Topic 12 Patterns and Relationships Lessons 12-1 thru 12-3
7.5 Exponential and Logarithmic Equations
CELL SIZE AND SHAPE PP
Day 1: September 7th Objective: Form and meet study teams. Then work together to share mathematical ideas and to justify strategies as you represent geometric.
Surface Area to Volume.
Tips for creating a good conclusion
TURN IN CHOICE BOARD.
bell ringer What shape is the base of a cube? Sides?
Math Log #32.
Villus structure and function
Drill Solve for x: Find the surface Area of a rectangular prism if the dimensions are 3 x 5 x 6. Find the volume of a right cylinder with radius 5 cm.
Investigation 2 Polygonal Prisms
bell ringer What shape is the base of a cube? Sides?
Activator – Get out blue sheets
Mod 28 F.
Mod 38 F.
Five-Minute Check (over Lesson 1–8) Mathematical Practices Then/Now
“Modeling the Inside Surface of the Small Intestine”
Statistic Project Checklist
Investigation 1 Building Smart Boxes Rectangular Prisms
Presentation transcript:

Lesson Seven Surface Area and Absorption Objectives Calculate the surface area of a cube and rectangular solid Build a cross-section model of small intestines Calculate and compare surface area of different folds and relate it to absorption in intestines Describe the function of the small and large intestines Bellwork Why is it easier to get many small twigs to begin burning, rather than one or two large logs?

Introduction p 50 SG How do you calculate surface area? (provide rulers and practice calculating the surface area of the desk/book and cube) What is the relationship between an object’s surface area and its ability to absorb? (discuss folding a paper towel as an example) If you _________ an object’s surface area then it will absorb_________ because _____________.

1.Use a ruler to make a clay cube that measure 2cm on each side. 2.Calculate the surface area of the cube. (2 x 2 x 6) 3.Change the shape of the cube to increase the surface area. You must be able to calculate the surface area mathematically. 4.Calculate the surface area of the new shape. 2 clay cubes, ruler, calculator, tickets 1.Draw the shape of the cube and show your calculations of surface area 2.Draw the new shape and show your calculations of surface area

1.Tape a strip of 12 tickets in a circle 2.Calculate the inside surface area of the circle if one side of the ticket has a surface area of 25 cm 2 (25 x 12, be sure to check the book) 3.Fanfold a strip of 30 tickets, tape and place it inside of the12 ticket circle 4.Calculate the surface area of the folded strips inside of the circle. (25 x 30, check the book) 5.Compare the surface area and express as a ratio 1. Show your calculations for the surface area of the two strips of tickets. 2. Determine the ratio of the surface area of the two strips of tickets.

(Must do reading before answering reflection questions for them to finish conclusion and answer questions) Surface Area: Your Intestine Isn’t Small at All p54 Answer the original question Restate the hypothesis Use your calculations to support your answer

surface area feces absorptiondiarrhea villiconstipation microvilliflatulence colonlaxative appendix

1.Explain how you can prove you increased surface area. 2.What are the advantages of the great surface area in the small intestines? What other organs might need this? 3.Which would dissolve faster in hot water, a sugar cube or a teaspoon of sugar? Explain. ( questions 3-4 are from TM pg 73) 4.What might we look like if there were no folds in the intestines? 5.Other things are designed with folds. What is the advantage of folds? Read Spies- Leftovers pg56-57 (only place lg intestine is discussed) Explain what happens to water and undigested wastes in the lg intestine. (May ask for a written summary of the whole digestive process) Other Homework ideas- Extensions p 74 in TM - all are good Can discuss as class or assign for homework