1 The MIDAS Project: Supported by the Science Education Partnership Award Program of the National Center for Research Resources, National Institutes of.

Slides:



Advertisements
Similar presentations
Renald Aquilina 4.3 Maths Project Area and Surface Area.
Advertisements

Volume and Surface Area of a Cylinder (Day 1) We are learning to…find the volume and surface area of a cylinder Sunday, April 26, 2015.
Volume of a Cylinder, Cone, and Sphere We are learning to…find the volume of a cylinder, cone and sphere.
 A cylinder has two identical flat ends that are circular and one curved side.  Volume is the amount of space inside a shape, measured in cubic units.
Volume of a Cone, Cylinder & Sphere r. Volume of a Cone.
Surface Area & Volume.
Do Now 1.) 2). 5/15/ C Surface Area of Cylinders.
Surface Area of Cylinders
Characteristics of 3-D Shapes
Volume and Surface Area
SURFACE AREA & VOLUME.
11-9 Spheres C.N.Colón St. Barnabas HS Geometry. Objectives: Find the surface area of a sphere. Find the volume of a sphere in real life such as a ball.
Solid Figures: Volume and Surface Area Let’s review some basic solid figures…
Perimeter & Area Section 6.1.
Perimeter and Area. Common Formulas for Perimeter and Area Square Rectangle s l s w A = lw P = 4sP = 2l + 2w Perimeter and Area of Rectangle.
Volume of Prisms & Cylinders
What is a cylinder? A cylinder is a three-dimensional shape that has two identical circular bases connected by a curved surface. Radius Circumference.
Section 9-4 Perimeter, Area, and Circumference.
Foundations of Technology Calculating Area and Volume
Geometry 10-4 Cylinders. Definitions The lateral surface of a cylinder is the curved surface that connects the two bases. The (total) surface area of.
How much deeper would oceans be if sponges didn’t live there?
Chapter Surface Area and Volume of Spheres.
Volume of a Cylinder, Cone, and Sphere
Chapter 10 Test Formula Review.  Find the circumference of a circle with a diameter of 10. Identify the formula needed for the following questions.
HAWKES LEARNING SYSTEMS math courseware specialists Copyright © 2010 Hawkes Learning Systems. All rights reserved. Hawkes Learning Systems: College Algebra.
Holt CA Course Perimeter & Area of Parallelograms MG2.1 Use formulas routinely for finding the perimeter and area of basic two- dimensional figures.
Chapter 13 Volume.
By Bailee and Kayla. Objectives  Find lateral areas of cylinders  Find surface areas of cylinders.
Goal 1: To find the surface area of a prism Goal 2: To find the surface area of a cylinder.
11-6 Surface Areas and Volumes of Spheres
CHAPTER 8 Geometry Slide 2Copyright 2012, 2008, 2004, 2000 Pearson Education, Inc. 8.1Basic Geometric Figures 8.2Perimeter 8.3Area 8.4Circles 8.5Volume.
8 th Grade Math Chart Brisa Alcorta 2 nd Period. Pi The ratio of the circumference of a circle to its diameter. Approximate value: 3.14.
12.6 Surface Area and Volume of Spheres
Warm ups Mark received a huge piece of chocolate shaped like a trapezoid that covered 98 square inches of his desk for his birthday!! Write two.
Surface area Total surface area of Cube =6X(side) 2 = 6Xl 2.
 A cylinder has two identical flat ends that are circular and one curved side.  Volume is the amount of space inside a shape, measured in cubic units.
Volume of Cylinders In addition to 3, student will be able to go above and beyond by applying what they know about volume of cones, spheres and.
Volume of a Cylinder How much will I hold?. A cylinder has two identical flat ends that are circular and one curved side. Volume is the amount of space.
 A cylinder has two identical flat ends that are circular and one curved side.  Volume is the amount of space inside a shape, measured in cubic units.
0-7: PERIMETER. 0-7: Perimeter  Perimeter: The distance around a figure. Perimeter is measured in linear units.
Three-Dimensional Figures Volume and Surface Area.
Lesson #1 Volume of a Cylinder We are learning to…find the volume of a cylinder.
Volumes Of Solids. 8m 5m 7cm 5 cm 14cm 6cm 4cm 4cm 3cm 12 cm 10cm.
Math Review Basics Using Multiplication and Division.
SURFACE AREA & VOLUME RECTANGULAR PRISM – AREA RECTANGULAR PRISM – VOLUME.
REVIEW FOR TEST LESSON 27.
8 th grade Vocabulary Word, Definition, model Unit 2.
Surface Area and Volume of Cylinders Mr. Bench PVMS.
Surface Area and Volume of Cylinders Geometry Brent Mecham Rebecca Jung Gary Jonas Bryona Golding.
1 Solids Three-Dimensional Geometry. 2 Prisms A prism is a three-dimensional solid with two congruent and parallel polygons called the bases. The lateral.
Surface area of a cylinder Imagine a cylinder opened out Rectangle Circle.
12.6 Surface Area and Volume of Spheres
Volumes Of Solids. 8m 5m 7cm 5 cm 14cm 6cm 4cm 4cm 3cm 12 cm 10cm.
Volume of a Cylinders, Cones, and Spheres How much will I hold. MGSE8
REVIEW FOR TEST LESSON 27.
GEOMETRY REVIEW.
Volume of a Cylinder, Cone, and Sphere
Homework: Due Tomorrow
Volume of a Cylinder, Cone, and Sphere
We are learning to…find the volume of a cylinder
12.6 Surface Area and Volume of Spheres
Definitions A cylinder has two identical flat ends that are circular and one curved side. Volume is the amount of space inside a shape, measured in cubic.
Surface Area of Prisms and Cylinders
9.4 – Perimeter, Area, and Circumference
Volume of a Cylinder, Cone, and Sphere
Volume of a Cylinder, Cone, and Sphere
9.4 – Perimeter, Area, and Circumference
12.6 Surface Area and Volume of Spheres
We are learning to…find the volume of a cylinder
August 9, 2019 Write in your planner and on your stamp sheet:
Presentation transcript:

1 The MIDAS Project: Supported by the Science Education Partnership Award Program of the National Center for Research Resources, National Institutes of Health (Grant No. R25 RR018634)

2 Cancer  Cancer is …. a type of disease characterized by abnormal cell division.a type of disease characterized by abnormal cell division. Cancer may spread to other parts of the body.Cancer may spread to other parts of the body. Definitions from from

3 What About a Cure?  Mostafa El-Sayed, Ph.D. and his son Ivan El-Sayed, M.D. have been researching ways to use the element gold to cure cancer.  The El-Sayeds have found that gold nanoparticles covered with a cancer antibody binds to tumor cells so doctors can find the cancer.

4 Nanoparticles of Gold?  Nanometer: One billionth of a meter; approximately the length of three to six atoms placed side-by-side, or the width of a single strand of DNA.  The thickness of a human hair is between 50,000 and 100,000 nanometers. The average human height is to the size of a nano as the diameter of the Earth is to a soccer ball.

5 How Does it Work? Most cancer cells have a protein called EGFR (epidermal growth factor receptor) that acts like a baseball glove and catches (receives) antibodies and other substances.Most cancer cells have a protein called EGFR (epidermal growth factor receptor) that acts like a baseball glove and catches (receives) antibodies and other substances. Doctors and scientists bond gold nanoparticles to an antibody called anti-EGFR. This antibody acts as the baseball and fits into the glove (receptor).Doctors and scientists bond gold nanoparticles to an antibody called anti-EGFR. This antibody acts as the baseball and fits into the glove (receptor). This allows the gold nanoparticles to bond directly to the cancer cells.This allows the gold nanoparticles to bond directly to the cancer cells.

6www.astrazeneca.no/sykdommer/lungekreft/for_helsepersonell/lungekreft1.html Anti-EGFR bonded with gold nanoparticles acts as the baseball. EGFR is the receptor that acts like the glove and receives anti- EGFR. The cancerous cell is now part of the gold nanoparticle.

7 The El-Sayed family performs their research at the Georgia Institute of Technology and the University of California in San Fransisco.The El-Sayed family performs their research at the Georgia Institute of Technology and the University of California in San Fransisco. They have found that when the gold nanoparticles bond to the tumor cells, doctors can locate the cancerous cells and use a laser to kill them.They have found that when the gold nanoparticles bond to the tumor cells, doctors can locate the cancerous cells and use a laser to kill them. The original nanoparticles were shaped like spheres. (nanospheres)The original nanoparticles were shaped like spheres. (nanospheres) They have discovered that the particles need to be shaped like a cylinder or rod so the laser can kill cancer deeper in the body. (nanorod)They have discovered that the particles need to be shaped like a cylinder or rod so the laser can kill cancer deeper in the body. (nanorod)

8 Is There a Cure?  No, cancer has not been cured; however, these doctors are performing studies in search of a cure.  Their research has been very successful, and perhaps they will find an absolute cure in the future.

9 Spheres and Cylinders Images fromn geometry/cylinder.html

10 Cylinders Cylinders have two congruent circles for a top and a bottom.Cylinders have two congruent circles for a top and a bottom. They are connected by a curved surface that “unrolls” into a rectangle.They are connected by a curved surface that “unrolls” into a rectangle. Soup cans are examples of cylinders.Soup cans are examples of cylinders. FORMULAS: Surface Area = 2πrh + 2πr 2Surface Area = 2πrh + 2πr 2 Volume = BhVolume = Bh

11 Cylinder Practice What is the surface area of this cylinder if its radius is 5 inches and its height is 10 inches? Surface Area = 2πrh + 2πr 2 Use 3.14 for π Surface Area = 2π(5)(10) + 2π(5) 2 = 2π(50) + 2π(25) = 2π(50) + 2π(25) = = Surface Area = 471 in 2

12 Cylinder Practice What is the volume of this “nanorod” if its diameter is 8 nanometers and its height is 12 nanometers? Volume = Bh Volume equals the area of the base times the heightVolume equals the area of the base times the height Area of a circle (the base) = πr 2Area of a circle (the base) = πr 2 If the diameter is 8, the radius is 4.If the diameter is 8, the radius is 4. Volume = Bh = πr 2 (h) = π(4) 2 (12) = π(16)(12) = nm 3 = nm 3

13 Spheres Spheres are symmetricalSpheres are symmetrical Every point on its surface is the same distance from the centerEvery point on its surface is the same distance from the center A marble is an example of a sphereA marble is an example of a sphere FORMULAS: Volume = 4/3πr 3Volume = 4/3πr 3 Surface Area = 4πr 2Surface Area = 4πr 2

14 Sphere Practice This nanosphere is going to be recepted into the epidermal growth factor receptor. Find the surface area if the radius of the sphere is 7 nanometers. Surface Area = 4πr 2 Use 3.14 for π Use 3.14 for π Surface Area = 4π(7) 2 = 4π(49) = nm 2

15 Sphere Practice The sphere of anti-EGFR has been combined with gold. What is the volume of this nanosphere if its diameter is 30nm? Volume = 4/3πr 3 Use 3.14 for π Volume = 4/3π(15) 3 = 4/3π(3375) = 4/3π(3375) = 14,130 nm 3 = 14,130 nm 3

16 For More Information  Visit to learn more about gold nanoparticles and healing cancer. to learn more about gold nanoparticles and healing cancer.