solar connections presented by the mathscience innovation center written by theresa meade

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Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

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Page 1: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Solar Connections

Presented by the MathScience Innovation Center

Written by Theresa Meade

Page 2: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

What is energy?

Energy is the ability to do work.

Page 3: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Renewable or nonrenewable?

Nonrenewable energy resources get used up and cannot be remade or re-grown.

Examples of nonrenewable resources include coal, oil, and petroleum products.

Renewable energy resources can be remade naturally over time.

Examples of renewable energy resources include wind, water, and solar energy.

Page 4: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Our focus is. . .

solar energy!

Page 5: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

What is a solar cell?

A solar cell is a way to capture the sun’s energy and change it to electricity.

Solar cells are also known as photovoltaic cells or PV cells.

Page 6: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

How are PV panels built?

Cells are connected to form modules and modules are connected to form arrays.

Page 7: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Creating a solar panel

Here’s a photo of another array.

Page 8: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

What if you wanted to add solar panels to your house?

Area is all of the space inside a two dimensional figure.

Perimeter is the distance around the outside of a two dimensional figure.

You would need to know about area and perimeter.

Page 9: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Today’s focus is area…

I want to buy just the right number of cells to cover my roof.

Page 10: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

How many panels would you need?

CA B

What strategies could we use to find the number of PV cells in this module?

Page 11: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Let’s practice together!

Use any of the base ten blocks as a model for the solar panels. Cover the roof with blocks and then we’ll talk about the number of panels I need for this roof.

Did you only use unit blocks? How many did it take?

143

Page 12: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Let’s practice together!

What if you used tens rods also?

Do you get a different answer? Well, add the tens.

130

Then add the ones.

13

Is this the same as just using ones? Is it easier to add together?

Page 13: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Let’s practice together!

Let’s look at our roof again. If we use all of our base ten blocks to make a model, it might be easier to find the area for our solar array.

So what did we find out?

100

30

10

3

How can we use these numbers to find the area of our solar array?

100 + 30 + 10 + 3 =

143

What was the length and width of my original roof?

Page 14: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

One more together…When you do this one, think about the quickest and easiest way to fill in the roof.

Can you tell the length and width of my actual roof by using the model?Yes! The real roof is 15 meters long and 12 meters wide.

Let’s add these together to find the area of our solar array.

100

50

20

10

How many total square meters of panels do we need for our solar array?

Page 15: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Independent practice

I will give you a data sheet. Please work with your partner to find the area

of as both roofs. Don’t worry if you don’t finish! Remember to think like a mathematician: Use

the largest blocks possible, be accurate, and help your partner.

Page 16: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Wrap Up

Let’s review some answers. How does finding area relate to column

multiplication? Remember that we said a solar array 31 X 14

means adding 300 + 120 + 10 + 4. Our answer was 434.

Page 17: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Wrap Up

12

31 x 14 4 + 1_ 434

Our area method:

3

31 x 14 300 10 120+ 4

434

0

Page 18: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Wrap Up

So what about the vertical and horizontal tens rods?

What do they represent?

Page 19: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

What if you are interested in more than just a roof?

Solar power is just plain fun!

Page 20: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade
Page 21: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

Thank you!

Page 22: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

How many panels would you need?

We could count each panel.

Page 23: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

How many panels would you need?

We could add repeatedly.

Page 24: Solar Connections Presented by the MathScience Innovation Center Written by Theresa Meade

How many panels would you need?

We could multiply.