If the minute and hour hands are extended to touch the rim of a clock, the region inscribed by them is a:

Sector of clock

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Segment of clock

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Circumference of a clock

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Perimeter of a clock

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Solution

The correct option is A
Sector of clock

If the minute and hour hands are extended to touch the rim of a clock, they form the radii of the circular clock. Since they touch the edge, the area enclosed within two radii and an arc is a sector.

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Similar questions

If the minute and the hour hands are extended to touch the rim of a clock, the region inscribed by them is a :

Q. Two clocks A and B are shown in below figure. Clock A only has an hour and a minute hand, whereas clock B has an hour hand, minute hand and a second hand as well. Which of the following statements is correct for these clocks?

Q. The minute hand of a clock is the ____ hand when compared to the hour hand of the clock.

Q. In the figure above, if 0 represents the center of a circular clock and the point of the clock hand is on the circumference of the circle, does the shaded sector of the clock represent more than 10 minutes?
(1)The clock hand has a length of 10.
(2)The area of the sector is greater than 1671.

Question 2

Two clocks A and B are shown in the Figure. Clock A has an hour and a minute hand, whereas clock B has an hour hand, minute hand as well as a second hand. Which of the following statement is correct for these clocks?

(a) Time interval of 30 seconds can be measured by clock A

(b) Time interval of 30 seconds cannot be measured by clock B

(d) Time interval of 4 minutes 10 seconds can be measured by clock A

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If the minute and hour hands are extended to touch the rim of a clock, the region inscribed by them is a:

The correct option is A Sector of clock If the minute and hour hands are extended to touch the rim of a clock, they form the radii of the circular clock. Since they touch the edge, the area enclosed within two radii and an arc is a sector.

The correct option is A
Sector of clock

If the minute and hour hands are extended to touch the rim of a clock, they form the radii of the circular clock. Since they touch the edge, the area enclosed within two radii and an arc is a sector.