Question

Measures of the two angles between the hour and minute hands of a clock at 5 O'clock are

1) 60°, 300°

2) 270°, 90°

3) 150°, 210°

4) 30°, 330°

Who will tell correct will get marked as brainliest and need explanation too

Answer 1

Answer is 150 degree and 210 degree
Explanation
One round =360 degree
No of hours 12
Than 360\12=30
Than 5 to 12 ,
7 parts
Than 7*30=210
1to 5
5 parts
Than 5*30=150
Answer 150 degree and 210 degree

Answer 2

Hey there! Here is your answer with a complete step-by-step solution

Answer:

c.) 150˚, 210˚ is the answer you're seeking!

Step-by-step explanation:

So, the questions ask us to tell the two angles formed between the hour and minute hands of a clock at 5 O'clock

The whole clock is 360˚, which is divided into 12 parts,

=  $\frac{12}{360\\}$ = 30

This means that each part is 30˚.

Now, let's make a clock whose time is at 5 O'clock (refer to the attachment)

The first angle formed is from 12 to 5, which means that it has the numbers 1, 2, 3, and 4 in between them. This means that we will multiply 30 5 times as, from the above equation, we got to know that each part of a clock is 30˚.

= 30 x 5

= 150

Now, we have got the 1st angle's measure which is 150˚.

So, now we will find out the 2nd angle and its measure.

The 2nd angle formed is from 5 to 12, which means that it has the numbers 6, 7, 8, 9, 10, and 12 in between them. This means that we will multiply 30 7 times.

= 30 x 7

= 210

Now, we have got the 2nd angle's measure which is 210˚.

And hence, we get the measure of the angles between the hour and minute hands of a clock at 5 O'clock.

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