Sir I don't know how many times I have laughed😅 watching your previous videos on this topic, and as if being helped was both enough, you added a vers at the end of the Video. You are the best😅❤🔥Love from Africa
Professor Hanson, thank you for another great lecture on Directional Cosines for 3D Vectors and Components. Directional Cosines are also part of Calculus Three. I am very familiar with Directional Cosines from Calculus Three( Multivariable Calculus).
But at 8:30, and in general, don't we take the counter clockwise and clockwise directions into consideration?? The angle from positive Z to vector F1 is clockwise. Can these angles ever be negative? Its the same thing for thetta y..its clockwise, doesn't that mean it should be negative?
So yes they would be negative using the directions into consideration but in this case the equation is 3 squares added together so any negatives get dropped.
SO WERE LOOKING FOR THE X,Y,Z, COMPONENTS. IF WE TAKE THE SQUARE ROOT WE GET BACK THE SAME MAGNITUDE GIVEN FOR EACH VECTOR RIGHT? WE CAN USE IT TO CHECK OUR MATH. SO WHY CANT WE USE THE GIVEN FORCE OF THE VECTOR TO GET THE DIRECTINAL ANGLES
You are the funniest and best physics teacher ive ever had the chance to learn from. Thank you Jeff!
Wow, these lectures are a gift. Thank you so much!!!
Thank you Jeff. Helping here in Michigan. You make content so easy and digestible compared to most. You're appreciated.
Thank you so much Dr. Jeff Hanson!
Sir I don't know how many times I have laughed😅 watching your previous videos on this topic, and as if being helped was both enough, you added a vers at the end of the Video. You are the best😅❤🔥Love from Africa
I am no longer Johnny weak sauce :D thank you Dr Hanson!
For anyone following along, theta z works out to be 120 deg. cos inv of 0.5 = 60 or pi/3. pi/3 + pi/3 = 2 pi/3 or 120 deg.
Thank you this helped so much
you are so good. Excellent sense of humor as well🤣🤣🤣
You are AMAZING!!!!!! Thank you Dr. Hanson!!
U make it look so easy.. best explanation
Professor Hanson, thank you for another great lecture on Directional Cosines for 3D Vectors and Components. Directional Cosines are also part of Calculus Three. I am very familiar with Directional Cosines from Calculus Three( Multivariable Calculus).
Amazing Mr.Jeff, every single video....
Thank you Dr. Jeff, you help me to underatend these lessons.
You sir are amazing!
정역학 수강전 최고의 선택
Why is the angle coming off of the y-axis to vector F1 not -60 degrees? It's going clockwise.
So it would be -60 degrees.
With that being said the equation is 3 squares added together so any negatives get dropped.
Thank you!!!
The resultant force is 103N
Good video.
Thank you !
Awesome
😂😂😂😂😂😂 oh my god when he Mentions Johnny week he kills my Laughing
Yeeehhah
We getting an A with This
Something about a southern accent makes math sound so much easier
I felt the same
But at 8:30, and in general, don't we take the counter clockwise and clockwise directions into consideration?? The angle from positive Z to vector F1 is clockwise. Can these angles ever be negative? Its the same thing for thetta y..its clockwise, doesn't that mean it should be negative?
So yes they would be negative using the directions into consideration but in this case the equation is 3 squares added together so any negatives get dropped.
Why do I keep getting 60 deg for theta z? Isn't it supposed to be larger than 90 deg coming from the pos z axis? help
Remember when you take the square root, you get a positive and a negative root. The negative root will give you an angle bigger than 90
@@engineeredchannel5649 so when I take root of 0.25 and find 0.5 I should put "-0.5" in arccos I suppose.
@@mehmetalieroglu6128 correct
Can somebody please name the associated textbook with this course? for solving problems.
R C Hibbeler, Engineering Mechanics:Statics
Did you delete the other video of this lesson Dr?
At, 7:30 shouldn't Thita Y be negative 60?
So it would be -60 degrees.
With that being said the equation is 3 squares added together so any negatives get dropped.
sir, what if I got a negative summation of Fx
to find theta x, should i use arccos negative fx/f or the positive fx??
today i learned my name is Johnny Weaksauce
Dear teacher please where came from 100i,200j and -30k????
he made it up , not related to vectors in the figure
It,s assuming
i had the same doubt
SO WERE LOOKING FOR THE X,Y,Z, COMPONENTS. IF WE TAKE THE SQUARE ROOT WE GET BACK THE SAME MAGNITUDE GIVEN FOR EACH VECTOR RIGHT? WE CAN USE IT TO CHECK OUR MATH. SO WHY CANT WE USE THE GIVEN FORCE OF THE VECTOR TO GET THE DIRECTINAL ANGLES
Dead fish 😅😂😂😂😂
kkkkkkk😂😂
am johnny weak cells
I thought he was referring to fascist Hitler... until I got the book by Hibbeler ...
Don't be Johnny Weaksauce!
Dude! You never solved the original problem!? Lmao. Solve theta z for vector F1. Geez.
What is Hitler book at 3:40 ?
Russell C. Hibbeler, not the austrian painter bro
@@arandomguyontheinternet9057 Thank you bro, but I already read "Mein Kampf").
Mein kampf