Question

at what angle the hands of a clock are inclined at 10 minutes past 4​

Answer 1

The answer is 65°

GIVEN

Time = 10 minutes past 4.

TO FIND

The angle made by hands of the clock.

SOLUTION

We can simply solve the above problem as follows;

It is given,

Time = 10 minutes past 4

Let the angle made by the clock hands at 10 past 4 = θ

To calculate the value of θ we will apply the following formula;

$θ = | \frac{60 \times hour \: - 11 \times minutes}{2} |$

Putting the values in the above formula we get;

$= | \frac{60 \times 4 - 11 \times 10}{2} |$

= (130/2)°

= 65°

Hence, The answer is 65°

#Spj2

Answer 2

Answer:

The answer to the given question The angle at hands of a clock are inclined at 10 minutes past 4 is 65°

Step-by-step explanation:

Given :

The hands of the clock are inclined at 10 minutes past 4.

To find :

At what angle the hands are inclined at 10 minutes past 4?

Solution :

It is given that time is 10 minutes past 4.

The angle at the 10 minutes past 4 made by the hands of the clock is ∅.

The value ∅ will be obtained by the formula.

$= | \frac{60 \times hour - 11 \times minutes}{2} |$

We have the question as 4 hours past 10 minutes.

$| \frac{60 \times 4 - 11 \times 10}{2} |$

In simplification, we get the values as

$| \frac{240 - 110}{2} | \\ = | \frac{130}{2} | \\ = 65$

The final answer ∅ was obtained as 65

The angle at which the hands of the clock inclined at 10 minutes past 4 is 65°.

∅=65°

# spj5

we can find similar questions through the link given below

https://brainly.in/question/46227096?referrer=searchResults