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And for (ii) solve for VIN as a function of R2.CWatters said:I think the best you can do is calculate R2 as a function of Vin for 3b(i) but then you are stuck for (ii).
Its an assignment question which I believe they have messed up on by omitting information.donpacino said:Where did this problem come from?
any chance a Vout value is given on a previous page?
If you had Vout you could get both as a function of Vout
looks good to me!Enochfoul said:Hi
The missing piece has been found Vout= 7.5V
Using the formula: Vout=Vref*(R1+R2/R2)
Vout=1.25(10+2/2) = 7.5
R2 must be 2 does that look right?
The problem stated had missing info. The Vout should have been 7.5V. Sorted it now thanks the lecturer missed it off by accidentrude man said:What happened to part (ii)? We await with bated breaths ...
Yes I know, and part (a) was I presume solved. But what about part (b)? It's still an interesting problem.Enochfoul said:The problem stated had missing info. The Vout should have been 7.5V. Sorted it now thanks the lecturer missed it off by accident
D=Vout/Vin. There are 2 knowns in the question Duty Cycle which is 30% and Vout which is 7.5V. So Vout is 30% of Vin.rude man said:Yes I know, and part (a) was I presume solved. But what about part (b)? It's still an interesting problem.
There seems to be some parens missing: Vout=Vref*((R1+R2)/R2)Enochfoul said:Using the formula: Vout=Vref*(R1+R2/R2)
The answer is correct. Good going.Enochfoul said:D=Vout/Vin. There are 2 knowns in the question Duty Cycle which is 30% and Vout which is 7.5V. So Vout is 30% of Vin.
It depends on the specific problem and the type of information that is missing. In some cases, it may be possible to make assumptions or use other methods to find a solution. However, in other cases, the lack of information may make it impossible to find a definite solution.
This can be determined by carefully analyzing the problem and identifying the key pieces of information that are needed to solve it. If those pieces of information are not available or cannot be estimated, it may not be possible to find a solution.
In some cases, yes, additional research or data collection can provide the missing information and make it possible to find a solution. However, in other cases, the missing information may be impossible to obtain, making the problem unsolvable.
These can include problems related to complex systems, unpredictable events, or unknown variables. For example, predicting the weather accurately more than a few days in advance is notoriously difficult due to the many factors involved and the limitations of current technology.
One approach is to carefully assess the available information and determine if there are any potential solutions or workarounds that may be feasible. If not, it may be more productive to redirect efforts towards finding new sources of information or tackling a different problem altogether.