Am I using the correct formula?

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In summary, when determining if you are using the correct formula, consider the variables and units involved, verify the accuracy by comparing it to other sources or using experimental data, and confirm the formula's derivation and assumptions. It is possible to use multiple formulas to solve a problem, but make sure to label and explain each step. If unsure, double-check with a trusted source or colleague. Modifications to a formula should be done carefully and with a thorough understanding of the underlying principles.
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jayjay112
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Please see question at . . . . . .http://www.flickr.com/photos/37144556@N07/3475560721/sizes/o/

(B) f = 1 / (2.pi. square root of [ L.C ] )

(C)

(1)P.d across coil = 2.pi.f. (0.32)

(2) P.d across capacitor = 2.pi.fr.(0.5 x 10^-6)

(3) P.d across resistor = 30v - (1) - (2)

(ii) Current = 30/60

Is this correct??
 
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any ideas?
 
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Dear scientist,

Thank you for your question. After reviewing the formula and the information provided, it appears that you are using the correct formula for calculating frequency (f = 1 / (2.pi. square root of [ L.C ] )). However, without knowing the specific values for L (inductance) and C (capacitance), I am unable to confirm if the values used in your calculations are correct. It is important to ensure that all values used in the formula are accurate in order to obtain a correct result.

Regarding the calculations for the potential difference (P.d) across the coil, capacitor, and resistor, the formulas seem to be correct. However, once again, without knowing the specific values for frequency (f) and resistance (R), I am unable to confirm the accuracy of the calculated values.

In conclusion, it appears that you are using the correct formula for calculating frequency. However, in order to verify the accuracy of your calculations, it is important to have the specific values for inductance, capacitance, frequency, and resistance. I hope this helps. Keep up the good work in your scientific endeavors!
 

FAQ: Am I using the correct formula?

What should I consider when determining if I am using the correct formula?

When deciding if you are using the correct formula, it is important to consider the variables and units involved. Make sure all variables are clearly defined and consistent throughout the formula. Also, check that the units of measurement for each variable are compatible with the units expected in the final answer.

How can I confirm if the formula I am using is accurate?

To verify the accuracy of a formula, you can compare it to the results of other credible sources or use experimental data to test the predicted outcome. Additionally, double-check the formula's derivation and any assumptions made to ensure its validity.

Is it possible to use more than one formula to solve a problem?

Yes, it is possible to use multiple formulas to solve a problem, especially in more complex scenarios. Just make sure to clearly label and explain each step to avoid confusion and ensure accuracy in your calculations.

What should I do if I am unsure if I am using the correct formula?

If you are unsure about the formula you are using, it is best to double-check with a trusted source or consult with a colleague or mentor. It is always better to take the time to confirm the formula's accuracy than to risk making a mistake.

Can I modify a formula to better fit my specific problem?

In some cases, it may be possible to modify a formula to better suit your specific problem. However, any modifications should be done carefully and with a thorough understanding of the underlying principles to ensure the results are still accurate and reliable.

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