Hi,
Just sat here with my assignment, virtually completed and have now come across a problem.
In this assignment we have to present the answer to an accuracy that is consistent with the original data we have been given. I think the lecturer has lost his mind, as he says that we don't have to calculate worst case results but I can't see a way of presenting the answer with a tolerance if you don't calculate worst case values!
I've included an attachment which is a very small part of the assignment.
You can see in the attachment I've sorta made an attempt but I was unsure whether the tolerances I had been given should be applied to the polar or rectangular version of currents, voltages and impedances.
Here are the tolerances given
+- 10mV
+- 100mΩ
I really hope someone can help, this is driving me nuts
Thanks
Matt :unsure:
Just sat here with my assignment, virtually completed and have now come across a problem.
In this assignment we have to present the answer to an accuracy that is consistent with the original data we have been given. I think the lecturer has lost his mind, as he says that we don't have to calculate worst case results but I can't see a way of presenting the answer with a tolerance if you don't calculate worst case values!
I've included an attachment which is a very small part of the assignment.
You can see in the attachment I've sorta made an attempt but I was unsure whether the tolerances I had been given should be applied to the polar or rectangular version of currents, voltages and impedances.
Here are the tolerances given
+- 10mV
+- 100mΩ
I really hope someone can help, this is driving me nuts
Thanks
Matt :unsure: