Convert W2 / NJHz to mks and simplify

In summary, this conversation is about converting W2 / NJHz to mks and simplifying the expression. It involves using given equalities to replace units and then simplifying the complex fraction until only kg, m, and s factors remain. The final answer is m/s.
  • #1
mks
10
0
Given: W = J/s, J = Nm, N = kgm/s2, Hz = 1/s
Convert W2 / NJHz to mks and simplify.


Can someone help me out with this please? Thanks.
 
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  • #2
mks said:
Given: W = J/s, J = Nm, N = kgm/s2, Hz = 1/s
Convert W2 / NJHz to mks and simplify.


Can someone help me out with this please? Thanks.

This is basically an Algebra problem to simplify a complex fraction. Start by replacing every thing in the original expression to its equivalent using the "Given" equalities. Continue these relacements until only kg, m, and s factors remain; then simplify the complex fraction
 
  • #3
the final answer is m/s, right?
 
  • #4
mks said:
the final answer is m/s, right?
Looks good
 

1. What is the formula for converting W2 / NJHz to mks?

The formula for converting W2 / NJHz to mks is mks = (W2 * 10^9) / (NJHz * 10^-9).

2. How do I convert W2 / NJHz to mks?

To convert W2 / NJHz to mks, you can use the formula mks = (W2 * 10^9) / (NJHz * 10^-9). Simply plug in the values for W2 and NJHz and solve for mks.

3. What is the unit of measurement for W2 / NJHz?

W2 / NJHz is a unit of power spectral density, measured in watts per square meter per hertz (W/m²/Hz).

4. Is it possible to simplify the conversion of W2 / NJHz to mks?

Yes, the conversion of W2 / NJHz to mks can be simplified by canceling out the common factors of 10^9 and 10^-9 in the formula. This results in the simplified formula mks = W2 / NJHz.

5. What is the significance of converting W2 / NJHz to mks?

Converting W2 / NJHz to mks allows for easier comparison and analysis of power spectral density data in the mks unit, which is commonly used in scientific and engineering calculations.

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