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ppt on frustum.

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POWER POINT PRESENTATION ON SURFACE AREA AND VOLUME OF FRUSTUM. NAME –MUDIT VINAYAK PANDEY CLASS – 10 th B ROLL NO. – 27 SUBMITTED TO: MR. AP PATEL SIR.
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Page 1: ppt on frustum.

POWER POINT PRESENTATION ON SURFACE AREA AND VOLUME OF FRUSTUM.

NAME –MUDIT VINAYAK PANDEY

CLASS – 10th BROLL NO. – 27

SUBMITTED TO:MR. AP PATEL SIR.

Page 2: ppt on frustum.

AUTUMN BREAK HOLIDAY HOME WORK

FRUSTUM AND IT’S MENSURATION.

Page 3: ppt on frustum.

CONTENTS FRUSTUM BASIC INFORMATION

ABOUT FRUSTUM SURFACE AREA OF

FRUSTUM VOLUME OF FRUSTUM SMALL INFORMATION ON

VOLUME OF FRUSTUM FRUSTUM IN DAILY LIFE. QUESTION BASED ON

FRUSTUM.

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FRUSTUM

Page 5: ppt on frustum.

FRUSTUM CONE RELATIONSHIP.

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BASIC INFORMATION ABOUT FRUSTUM.

• In geometry, a frustum (plural: frusta or frustums) is the portion of a solid (normally a cone or pyramid) that lies between two parallel planes cutting it. A right frustum is a parallel truncation of a right pyramid.

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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

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VOLUME OF FRUSTUM

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

Page 9: ppt on frustum.

A FRUSTUM MAY BE FORMED FROM A RIGHT CIRCULAR CONE BY CUTTING OFF THE TIP OF THE CONE WITH A CUT PERPENDICULAR TO THE HEIGHT, FORMING A LOWER BASE AND AN UPPER BASE THAT ARE CIRCULAR AND PARALLEL. CONSIDER THE RIGHT CIRCULAR CONE.LET H BE THE HEIGHT, R THE RADIUS OF THE LOWER BASE, AND R THE RADIUS OF THE UPPER BASE. ONE PICTURE OF THE FRUSTUM IS THE FOLLOWING.GIVEN R, R, AND H, THE VOLUME OF THE FRUSTUM WILL BE-1/3 ПH(R 2+R 2+RR)

Page 10: ppt on frustum.

FRUSTUM IN DAILY LIFE.

• CUP OF COLD DRINKS.

• POPCORN CARRIER.

• PYRAMIDS.

• BUCKET

• FOOD BOWL

Page 11: ppt on frustum.

QUESTION BASED ON FRUSTUM.

• Question 1: A drinking glass is in the shape of a frustum of a cone of height 14 cm. The diameters of its two

circular ends are 4 cm and 2 cm. Find the capacity of the glass.• ANSWER- Capacity of glass = Volume of frustum of cone

• Therefore, the capacity of the glass is.

Page 12: ppt on frustum.

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