Calculating Secondary Amps in Step Up Transformer Problem

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To determine the current in the secondary of a step-up transformer, the relationship between primary and secondary voltages and currents can be used. Given a transformer that steps up 10V to 170V, the ratio of voltages (Vs/Vp) equals the inverse ratio of currents (Ip/Is). With 100% efficiency assumed, the formula Vs/Vp = Ip/Is can be applied, leading to the conclusion that the secondary current is significantly lower than the primary current. The calculated ratio indicates that the secondary current is approximately 0.058A. This approach clarifies the relationship between voltage and current in transformers.
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I am having a problem with the following problem: A step-up transformer increases 10V to 170V. What is the current in Amperes in the secondary as compared to the primary? Assume 100% effiiency.


The only formula I can see that has Amps in it is the turn ration I(secondary)/I(primary)=N(primary)/N(secondary)



How can I solve without the number of turns? I know 170V/10V=N(secondary)/N(primary)

Any help is appreciated
 
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100% efficiency means no energy/power loss.
Do you know a formula for electrical power that involves V and I?
 
Ohm's Law?
 
Power in must equal power out. Use the equations for power when you know voltage and current.
 
All I know is the Voltage and that there is no power loss... I am looking for current
 
How about today? Can anyone offer some helpful hints to point me in the right direction?
 
The question asks
What is the current in Amperes in the secondary as compared to the primary?
You are not asked to find the actual current, just how it compares. So the ratio of the current in the secondary to that in the primary will be fine.
You need the formula for electrical power in terms of V and I, as has been mentioned.
It's not Ohm's Law.
You must have notes or a book with this in, as it's fundamental to this topic.
 
Yes I realize that now. I was over thinking the problem. It would be Vs/Vp=Ip/Is I believe. At least I know it would be 10/170 = .058A

Thanks for coming back to clearify for me.
 

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