MR. Organic Chemistry Tutor, thank you for another excellent video/lecture on the well-known Geometry Area Math Problem in Plane/Analytical Geometry. This problem takes some thought; however it is not difficult for students to solve.
Since it's an equilateral triangle couldn't you just find: S= 1/2(A+B+C) Area=sqr root of S(S-A)(S-B)(S-C) Then 1/2 × pi × 4^2 And finally just subtract the area of half the circle from the area of the triangle to get that measurement
Put 2 of these triangles together, the sum of the angles in the circle sectors is tau, the area of all the circle sectors is the same as a circle with radius 4 which is 16*pi and the area of the triangle is 8*8*sin(pi/3). The area of the total blue in the parallelogram is 8*8*sin(pi/3)-16*pi Therefore the blue area of the triangle is (8*8*sin(pi/3)-16*pi)/2 Pi/3 is the angle in an equaliateral triangle, which is also an issocalese triangle, therefore the opposite of a constructed right angle triangle perfectly bisects the base leaving that: Hypotinuse = 1u Adgascent = 1/2u Therefore becuase Adgascent²+Opposite²= Hypotinuse² Then the Opposite = sqrt(3/4)u or sqrt(3)/2 u Therefore sin(pi/3)=(sqrt(3)/2 u)/u = sqrt(3)/2 Putting this back into the equation the area of the blue section is: 8(4sqrt(3)/2-pi) Simplifies to 16 sqrt(3) - 8pi And that is the answer
Or you can do a square as in 1 mile by 1 mile, answer is 1 mile right? How about 5280 feet by 5280 feet, it’s still a mile on both sides but comes out as 5280 miles, what the fuck
The thumbnail do b lookin interesting doe😂👀
Damn dat triangle tryna get this hypotenuse
😂😂😂😂
☠️☠️☠️
That triangle kinda thic though
Ooh that triangle lookin *THICC*
Oh lord... forgive me for what I’m about to do....
MR. Organic Chemistry Tutor, thank you for another excellent video/lecture on the well-known Geometry Area Math Problem in Plane/Analytical Geometry. This problem takes some thought; however it is not difficult for students to solve.
I love your voice)) thanks for content ❤️❤️
Please do a video on cylindrical, spherical, rectangular coordinates (calculus 3)
Simple and plain great job bro ... 💯💯💯
I thought that was a triangle in a bikini for a moment....
GredyStar oh gosh i thought i was the only one hahaha
Everyone be talking about da triangle being thicc while I cry trying to solve this problem myself ;-;
That triangle be looking baaaad
Hi !Thanks for your videos. I was wondering if you do personal tutorials?
Now very confused. Why cant we use area of triangle = 1/2 x height x width?
Since it's an equilateral triangle couldn't you just find:
S= 1/2(A+B+C)
Area=sqr root of S(S-A)(S-B)(S-C)
Then 1/2 × pi × 4^2
And finally just subtract the area of half the circle from the area of the triangle to get that measurement
For those who don't know the
Also note that A, B, and C are the whole sides which in this example measure 8 units
Im just 10-
Excellent 👌
Love you from BANARAS HINDU UNIVERSITY ( India)
Put 2 of these triangles together, the sum of the angles in the circle sectors is tau, the area of all the circle sectors is the same as a circle with radius 4 which is 16*pi and the area of the triangle is 8*8*sin(pi/3).
The area of the total blue in the parallelogram is
8*8*sin(pi/3)-16*pi
Therefore the blue area of the triangle is
(8*8*sin(pi/3)-16*pi)/2
Pi/3 is the angle in an equaliateral triangle, which is also an issocalese triangle, therefore the opposite of a constructed right angle triangle perfectly bisects the base leaving that:
Hypotinuse = 1u
Adgascent = 1/2u
Therefore becuase Adgascent²+Opposite²=
Hypotinuse²
Then the Opposite = sqrt(3/4)u or
sqrt(3)/2 u
Therefore sin(pi/3)=(sqrt(3)/2 u)/u
= sqrt(3)/2
Putting this back into the equation the area of the blue section is:
8(4sqrt(3)/2-pi)
Simplifies to
16 sqrt(3) - 8pi
And that is the answer
S(sh)=8(2√3-π)≈2,56
brother how you make your videos
Do you happen to have a video or plan to make a video about Laplace Transforms ? Thanks.
Fax 💯
PFE = Pretty Easy
EASILY solvable with trigonometry.
How? There's only one triangle
Or you can do a square as in 1 mile by 1 mile, answer is 1 mile right? How about 5280 feet by 5280 feet, it’s still a mile on both sides but comes out as 5280 miles, what the fuck
please make more electronics videos