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Q: What type of angle would be formed by a clock's hands when it is 3?

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45 degree

45 degrees.

It would be an acute angle. The angle would be at 88 degrees.

The answer would be an angle.

At 12:30 the hour hand would be halfway between 12 and 1. So on the right hand side there would be an obtuse angle (165 degreees) whereas on the left there would be a reflex angle (195 degrees).

At 12:25, the hands of a clock make two angles, one of 137.5 degrees (an obtuse angle) and the other of 222.5 degrees.

That would be an "angle".

Every minute on a clock is 6 degrees, making every five minutes where the numbers are 30 degrees. In theory, hands on the 1 and 6 would would show an angle of 150 degrees. In actuality, the hour hand moves halfway between the 1 and 2 by 1:30 making the angle 135 degrees.

I like your question. The hour hand is 10/60 from vertical, which reduces to 1/6. Converting to degrees (there are 360 degrees in a circle), would mean 1/6 of 360, resulting in 60. 21 minutes from vertical is 21/60, but since degrees are 6 times more than minutes, the product of 21 and 6 is 126. The clockwise angle is therefore 60 + 126 = 186. Since 186 is larger the a straight line, one might also answer that the angle formed on the Southwest side of the two hands is 174 (360 - 186). There are two angles formed by the hands in the circle.

The size of the angle would depend on the shape and number of sides the polygon has. It is called the exterior angle.

you would get 140 dollars because a clock forms a 90 degree angle only 4 times a day and if you multiply 4 and 7 you would get 28 multiply by 5 and you get 140$

Two obtuse angles.

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