The equation is the speed of light = wavelength * frequency right?

[AngelShare]

If a blue light has a wavelength of 550 x 10^-9 (550 nanometers), what is the frequency of the light?

I've went over this again and again and yet I keep messing up somewhere...

The equation is the speed of light = wavelength * frequency right?

If I'm trying to find the frequency, the equation would be the speed of light / wavelength = frequency...am I still okay or have I already messed up?

Okay, if the speed of light in a vacuum (That right there confuses me already but I decided not to delve into it...I'm gettin' tired.:zzz: ) is 2.99792 * 10^8 and the wavelength is 550 * 10^-9...then I just need to fill in the equation.

2.99792 * 10^8/550 * 10^-9 = frequency

Aye, that's a complicated thing to solve... I'm getting no where near the choice answers...

5.45 x 10^14
3.568 E -7
5.5 x 10^-7
2.99 x 10^8

I tried solving that thing about four different ways and still didn't get it right...

 

[siddharth]

If a blue light has a wavelength of 550 x 10^-9 (550 nanometers), what is the frequency of the light?
I've went over this again and again and yet I keep messing up somewhere...
The equation is the speed of light = wavelength * frequency right?
If I'm trying to find the frequency, the equation would be the speed of light / wavelength = frequency...am I still okay or have I already messed up?
Okay, if the speed of light in a vacuum (That right there confuses me already but I decided not to delve into it...I'm gettin' tired.:zzz: ) is 2.99792 * 10^8 and the wavelength is 550 * 10^-9...then I just need to fill in the equation.
2.99792 * 10^8/550 * 10^-9 = frequency

You are right till now.

Aye, that's a complicated thing to solve... I'm getting no where near the choice answers...

It's not complicated to solve. Are you using a calculator to solve this? If so, remember to put the brackets properly when you are dividing.

 

[Astronuc]

Along the lines of what siddharth mentioned,

try 2.99792/550 * 10⁸/10^-9= 0.00545 * 10¹⁷

Be careful how one treats the base (powers of 10).

Discussion of scientific notation - http://www.nyu.edu/pages/mathmol/textbook/scinot.html

 

[HallsofIvy]

Actually, whoever choose those "distractors" was in a generous mood. Looking at the exponents pretty much gives the answer away.

 

[AngelShare]

siddharth: Are you using a calculator to solve this? If so, remember to put the brackets properly when you are dividing.

No, I tried but I kept getting "ERR: SYNTAX" and I'm guessing it had to do with the negative exponent. That's why I tried to solve it by hand.

Astronuc: try 2.99792/550 * 108/10-9= 0.00545 * 10^17

I believe that's one of the things I tried but I messed up the exponents. When dividing, I thought you were to subtract them...Oh wait, that'd still come to 17. Wow, I can't believe I made such a goofy mistake. Either way, that isn't one of the answers...

HallsofIvy: Looking at the exponents pretty much gives the answer away.

Aye, I figured this was a rather easy problem that I just wasn't getting for some odd reason...:shy:

I think I'll start this one over and try again, hopefully I'm not missing something that'll mess me up.

 

[AngelShare]

Never mind, got it...that was a stupid question.