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BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

Create your own at Storyboard That

BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

Create your own at Storyboard That

BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

Create your own at Storyboard That

BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

Create your own at Storyboard That

BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

Create your own at Storyboard That

BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

Create your own at Storyboard That

BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

Create your own at Storyboard That

BREAKING NEWS

Good afternoon Chicagoland area.

We've got some news tonight informing more people about wavelengths..

BREAKING NEWS

You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?

I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?

BREAKING NEWS

Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?

I had no idea, do you mind explaining it for me?

"Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula

c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there.

For this sunny scene it would be:

c=331.3+ 0.6(25) = 364.3 m/s. "

Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.

c- 331.3+ 0.6(-35) = 310.3 m/s.

A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.

BREAKING NEWS

Wow thank you for explaining that Steve, that is so interesting!

It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.

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Testo Storyboard

  • "Look here at this beautiful sunny day. A perfect 77℉ (25℃). If you use the formula c=331.3+ 0.6(t) it will give you the speed of sound if you were to hear something out there. For this sunny scene it would be:c=331.3+ 0.6(25) = 364.3 m/s. "
  • Good afternoon Chicagoland area. We've got some news tonight informing more people about wavelengths..
  • BREAKING NEWS
  • You know Michael not too many people know enough about wavelengths. How about how frequency is inversely related to wavelengths?
  • BREAKING NEWS
  • I totally agree with you Steve. Did you know you can even find the wavelength from the formula ƛ=c/f?
  • Wow! How interesting. While speaking of (c) th speed of sound, Did you know that temperature has an effect on it?
  • BREAKING NEWS
  • I had no idea, do you mind explaining it for me?
  • Now in this chilly scenery with average temps of -31℉ (-35℃), the speed of sound moves a lot slower.c- 331.3+ 0.6(-35) = 310.3 m/s.A lot slower than the hot sunny day. This is due to how fast air molecules move with heat, compared to cold temperatures that make it slow down.
  • BREAKING NEWS
  • It's no problem. This wraps us up for tonight, see you tomorrow at 9. Now to the weather.
  • Wow thank you for explaining that Steve, that is so interesting!
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