The PowerPoint presentation covers the surface areas and volumes of various shapes including cubes, cuboids, cylinders, cones, spheres, hemispheres, and frustums. For each shape, it provides the formulas to calculate total surface area, lateral surface area, and volume. Surface area formulas are given for cubes, cuboids, cylinders, cones, spheres, hemispheres, and frustums. Volume formulas are also provided for each of these shapes.

1. POWER POINT
PRESENTATION ON
SURFACE AREA AND
VOLUME
BYAJAY
X-C
ROLL NO-3

2. CONTENTS
 CUBE
 CUBOID
 CYLINDER
 CONE
 SPHERE
 HEMISPHERE
 FRUSTUM

4. SURFACE AREA OF CUBE
TOTAL SURFACE AREA OF CUBE- 6(SIDE)²
LATERAL SURFACE AREA OF CUBE4(SIDE)²

5. VOLUME OF CUBE
VOLUME OF CUBE(SIDE)³

7. SURFACE AREA OF CUBOID
TOTAL SURFACE AREA OF CUBOID =
2(lb+BH +lh)
LATERAL SURFACE OF CUBOID:
2(l+b)h

8. VOLUME OF CUBOID
VOLUME OF CUBOID – L*B*H

10. SURFACE AREA OF CYLINDER
Curved surface area: 2Пrh
Total surface area: Пrh +2Пr2
=2ПR(H+R)

11. VOLUME OF CYLINDER
Volume of a cylinder: Пr2h

13. SURFACE AREA OF CONE
TOTAL SURFACE AREA OF CONE∏R(L+R)
LATERAL SURFACE AREA OF CONE∏RL

14. VOLUME OF CONE
VOLUME OF CONE-1/3 Пr²h

16. SURFACE AREA OF SPHERE

17. VOLUME OF SPHERE

19. SURFACE AREA OF HEMISPHERE
TOTAL SURFACE AREA OF A HEMISPHERE:
3ПR 2
CURVED SURFACE AREA OF A HEMISPHERE:
2ПR 2

20. VOLUME OF HEMISPHERE
VOLUME OF A CUBE:
2/3 ПR 3

22. SURFACE AREA OF FRUSTUM
TOTAL SURFACE AREA OF A FRUSTUM:
П(R+R)L + ПR
2
+ ПR
2
=П(R+R)L + П(R 2+ R2)
CURVED SURFACE AREA OF A FRUSTUM:
П(R+R)L

23. VOLUME OF FRUSTUM
VOLUME OF A FRUSTUM:
1/3 ПH(R 2+R 2+RR)