03/11/21 1st case: Corrected angle > measure angle When the corrected value is greater than the measured angle, the answer of the error value will be positive. Don't disregard the sign. In solving the most probable value, you have to add the value of error. MPV = Angle+ Error (W/WT) 2nd case: Corrected angle < measure angle When the corrected value is less than the measured angle, the answer of the error value will be negative. Don't disregard the sign. In solving the most probable value you have to minus the value of error. MPV = Angle - Error (W/WT) If you want an example of case 2, just message me thru my FB page, so that I can send the sample problem with a solution. ➖➖➖➖➖➖➖➖➖➖➖
Yes, you can still use the same formula. 1st case: Corrected angle > measure angle When the corrected value is greater than the measured angle, the answer of error will be positive. Don't disregard the sign. In solving the most probable value, you have to add the value of error. MPV = Angle+ Error (W/WT) 2nd case: Corrected angle < measure angle When the corrected value is less than the measured angle, the answer of error will be negative. Don't disregard the sign. In solving the most probable value you have to minus the value of error. MPV = Angle - Error (W/WT) If you want an example of case 2, just message me thru my FB page, so that I can send the sample problem with a solution. Here is my Facebook Page : facebook.com/Engineereyas-Vlog-102179305040063/
03/11/21
1st case: Corrected angle > measure angle
When the corrected value is greater than the measured angle, the answer of the error value will be positive. Don't disregard the sign. In solving the most probable value, you have to add the value of error.
MPV = Angle+ Error (W/WT)
2nd case: Corrected angle < measure angle
When the corrected value is less than the measured angle, the answer of the error value will be negative. Don't disregard the sign. In solving the most probable value you have to minus the value of error.
MPV = Angle - Error (W/WT)
If you want an example of case 2, just message me thru my FB page, so that I can send the sample problem with a solution.
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Hello po, can I ask for the example of case 2 thanks
Thank you po sa video nyooo❤
What if the measured angle is greater than the corrected angle? Will I still use the same formula for finding the error?
Yes, you can still use the same formula.
1st case: Corrected angle > measure angle
When the corrected value is greater than the measured angle, the answer of error will be positive. Don't disregard the sign. In solving the most probable value, you have to add the value of error.
MPV = Angle+ Error (W/WT)
2nd case: Corrected angle < measure angle
When the corrected value is less than the measured angle, the answer of error will be negative. Don't disregard the sign. In solving the most probable value you have to minus the value of error.
MPV = Angle - Error (W/WT)
If you want an example of case 2, just message me thru my FB page, so that I can send the sample problem with a solution.
Here is my Facebook Page : facebook.com/Engineereyas-Vlog-102179305040063/
Cool! Thank you so much!
@@heezyyyy May I know your email address so that I can send you the sample problem for case 2?
@@EngineereyasVlog ulapl.ilalofi@gmail.com
May tanong po ako ate regarding corrected angles?
Hi! What is your question regarding corrected angles?
Pero paano po kapag walang "W " yong given like ganto lng (A. 118°55`16"..... and so on)
HI! Kindly message me on my facebook page po. FB Page: Engineereya's Vlog
pano po ung set up ng calculator po para magamit po dito???
Paano nyo po nakuha yung No of measurement Ma'am?
Where did you get that -1
it's just the same with 1 over the value, for example in angle A, instead of inputting 1/3 in the calculator I just input 3^-1.
Pano po kunin yung example niyo sa long solution?
Hi! kindly message me on my Gmail account so that I can send you the long solution.
Here's my Gmail account: engineereya@gmail.com
Thank you.
@@EngineereyasVlog nag mesage na po ako
Hi! Sorry for the late response. I already sent the long solution to your email. Thank you. Stay safe and God Bless.