 Hi and how are you all today? I am Priyanka and let us discuss the following question. It says find the angle measures between the hands of the clock in each figure. Now these are the three figures which are given to us and we know that one our hand goes from one number to the another number. So it turns by 30 degrees. So in the first clock, the time shown is 9 a.m. The our hand has moved anti-clockwise by three numbers 12 to 11, then 11 to 10 and then 10 to 9. Each turns by 30 degrees. So on adding we found out that its measure is equal to 90 degrees. Similarly here it has moved only to one number. So it will be 30 degrees. Here it has moved to six places. So that means each time there was a 30 degree move so its angle is equal to 180 degrees. So let me write down at 9 a.m. There was a 90 degree angle which was formed between the hands of the clock at 1 p.m. There was a 30 degree angle made by the hands of the clock and at 6 p.m. There was a 180 degrees. It was 30 degree that moved to three places. 30 degree it only moved to one number. 30 degree it moved to six numbers. So our final answer is 90 degree, 30 degree and 180 degree. So this completes the question. Just remember that when the our glass moves, our hand moves from one number to another number, it makes an angle of 30 degrees and the number it has moved will get added or we multiply it by number of moves and we will be able to get a required answer. Bye for now.