Calculate Joules Used by 100W Light Bulb in 2 Hours

[DB]

How much energy in Joules is used by a 100 W light bulb in 2 hours?

$$W=\frac{J}{s}$$

$$100 W=\frac{x_{j}}{7200_s}$$

$$720000=Joules$$

My teacher said I probably got the right answer but I did the wrong work. I think I did so too. Can some1 help me out?

Thanks

 

[xanthym]

How much energy in Joules is used by a 100 W light bulb in 2 hours?

$$W=\frac{J}{s}$$

$$100 W=\frac{x_{j}}{7200_s}$$

$$720000=Joules$$

My teacher said I probably got the right answer but I did the wrong work. I think I did so too. Can some1 help me out?

Thanks

Your answer is "correct". However, it's better to work problems using equations with variables representing the various quantities.
In words:
{Power} = {Energy}/{Time}
Now let {P = Power (in J/sec)}, {E = Energy (in J)}, and {T = Time (in sec)}, so that:
P = E/T
::: ⇒ E = P*T

For your problem:
P = (100 Watts) = (100 J/sec)
T = (2 hours) = (7200 sec)
E = (100 J/sec)*(7200 sec) = (720000 Joules)


~~

 

[ShawnD]

How much energy in Joules is used by a 100 W light bulb in 2 hours?

$$W=\frac{J}{s}$$

$$100 W=\frac{x_{j}}{7200_s}$$

$$720000=Joules$$

My teacher said I probably got the right answer but I did the wrong work. I think I did so too. Can some1 help me out?

I would argue that your approach is better than the teacher's approach; especially when using a Texas Instruments calculator. TI calculators have an equation solver, so you don't actually need to manipulate the formula. The less you screw with an equation, the less likely you are to make silly algebra errors.

 

[ShawnD]

Check out my method of writing formulas

http://myfiles.dyndns.org:8080/math/shawn_equation_style.jpg


Notice how nothing is moved around from the original formula. The value I'm trying to find isn't even isolated.
You're in a physics class, so do physics. Math is for the losers in the math class