Question

Write the measures of the angles for the timing: 3:30​

Answer 1

Answer:

90° and 270°

Step-by-step explanation:

If you observe a watch carefully then you have observed that during 3:30 the small hand (known as Hour hand) and the long hand (known as Minute hand) are at 3 and 6 repectively. As we know that while counting minutes then the numbers' value which is shown in clock increase by 5 times. It is because there are 12 hours and 60 minutes so each number if counted by hours then it's value is 1 and if counted by minutes then it represents 5 mins.

              Ok during 3:30 the small hand is at 3 and long hand is at 6. There are 12 numbers and the whole clock represents 360° which means that each number represents 360°/12 = 30°. So between 6 and 3 there is difference of 3 numbers so it makes 3 * 30° = 90° and if we see from other side then it makes difference of 9 so angle will be 9 * 30° = 270°.

Answer 2

The angle Between Hours and Minutes pin is $75\ degree$ or $285\ degree$

Step-by-step explanation:

Given,

Write the measures of the angles for the timing: $3:30$.?

There are $12$ number in a clock and whole clock represent $360\ degree$

That means each number represent $\frac{360}{12}=30\ degree$

But in figure,

Hours pin represent mid point of $3\ and\ 4$

And Minutes pin represent on $6$

So, The angle between Hours and Minutes pin,

$=(30+30+15)=75\ degree$

If we see from other sides then its makes,

$=(360-75)=285\ degree$

So, The angle Between Hours and Minutes pin is $75\ degree$ or $285\ degree$