Measurement Uncertainty - Squares, Cubes, and Square Roots

preview_player
Показать описание
This video tutorial explains how to perform calculations in measurement uncertainties involving powers such as squares, cubes, and square roots.

Uncertainty - Addition & Subtraction:

Uncertainty - Multiplication & Division:

Uncertainty - Powers & Roots:

Averages & Uncertainty:

Accuracy and Precision:

___________________________________
Significant Figures - A Fast Review:

Scientific Notation - A Fast Review:

Unit Conversion Mega Review:

Student Loan Calculation:

How To Save Money & Time In College:

___________________________________
General Chemistry - For Beginners:

Organic Chemistry - Basic Introduction:

Physics - Basic Introduction:

Algebra For Beginners:

Excel Tutorial For Beginners:

__________________________________
SAT Math Part 1:

ACT Math Test Prep:

GRE Math Test Prep:

Final Exams and Video Playlists:

Full-Length Videos and Worksheets:
Рекомендации по теме
Комментарии
Автор

It’s almost as if you made this videos just for my labs this semester the timing is so spot on… Thank you so much for helping me get on top of my content!

lewischeung
Автор

Man is absolutely pumping out content. Good stuff keep up the good work.

sawyer.
Автор

I am from india but i clearly able 2 understand ur videos
Thank you for making such wonderful✨😍 videos😊

RKYADAV-kizg
Автор

This man is saving my life right now🥹.
I have an exam in a couple of hours and he is teaching me what my lecturers couldn't.
God will bless this man wherever he is🥹❤️

chukwuemeka_
Автор

I really enjoy your teaching 🔥 that's makes me to keep pushing as well

Mathicalminds
Автор

Well explained sir continue you're helping us

ChrisGidee
Автор

I've been waiting such a video long time ago🥲🫂

hazemakil
Автор

Thank you so much! It's very nice!!!

jsk
Автор

Your videos are very helpful and i hope you will do more videos on physics topics

avinashveanukavi
Автор

18.1 + 0.8 then cubed comes out to a number outside of the range. It’s still a fairly good way to approximate, but, I’m curious as to what accounts for the error there?
I guess rounding does affect things, but I suspect it comes from how you generate the plus/minus percentage.

UberHummus