How To Find The Volume of Composite Rectangular Prisms
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- Опубліковано 9 чер 2024
- This math video tutorial explains how to find the volume of composite rectangular prisms.
3D Shapes - Faces, Edges, & Vertices: • 3D Shapes - Faces, Edg...
Rectangular Prism - Volume:
• How To Find The Volume...
Rectangular Prism - Surface Area:
• How To Find The Surfac...
Rectangular Prism - Diagonal Length:
• Rectangular Prism - Vo...
Triangular Prism - Volume:
• Volume of a Triangular...
Triangular Prism - Surface Area:
• Surface Area of a Tria...
Triangular Prism - Lateral Area:
• Triangular Prism - Vol...
_______________________________
Hexagonal Prism - Surface Area:
• Surface Area of a Hexa...
Cube - Volume:
• Volume of a Cube
Cube - Surface Area:
• Surface Area of a Cube
Cube - Diagonal Length:
• Diagonal Length of a Cube
Pyramid - Volume:
• Volume of a Pyramid
Pyramid - Surface Area:
• Surface Area of a Pyra...
________________________________
Square Pyramids - Volume:
• Surface Area of a Pyra...
Cylinder - Surface Area:
• Surface Area of a Cyli...
Sphere - Volume:
• Volume of a Sphere
Sphere - Surface Area:
• Surface Area of a Sphere
Cone - Volume:
• Volume of a Cone
Cone - Surface Area:
• Surface Area of a Cone...
_________________________________
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The savior of the new generation ngl
I don’t even need this video I just always appreciate it
Thank you for explaining every detail ,I really appreciate it.
Amazing lesson as always. What softwares do you use for your videos?
you're just so amazing man
Looks simple enough.
Great job 👍👏👏👏👏
You're great teacher. What name the software using.
your a god brother im using my younger sisters yt to understand how to divide hundreds but I have thoughts of chemistry and geometry found your channel and you zozo interesting and u explain describe in digital paints, my phone screen died LCD? but I have a family younger sister, and thoughts of english speakers that want to watch not tagalog etc etc languages, LOL
When did you get so many subs 😮
❤🎉
3:30 I’m confused why you don’t just split 15 into 2 and use 7.5 instead of 8
The prism doesn’t have the same width. The width of 8 ft in one prism adds up with the width being 7ft in the other prism, 7+8=15ft. Hope this makes sense
Thanks lol. I completely forgot about this but the moment I saw the problem I immediately understood.
Sudoku video next pls