Answer :
Second hand on a clock rotates at rate 360 degrees per 60 seconds.
360 degrees - 60 sec
x degrees - 15 sec
[tex]x=\dfrac{15\cdot360}{60}\\ x=15\cdot6\\ x=90[/tex]
90 clockwise rotation (none hand of a clock rotates counter-clockwise :))
360 degrees - 60 sec
x degrees - 15 sec
[tex]x=\dfrac{15\cdot360}{60}\\ x=15\cdot6\\ x=90[/tex]
90 clockwise rotation (none hand of a clock rotates counter-clockwise :))
In this exercise we will use the knowledge of rotation and find that the necessary rotation is 90 clockwise rotation.
To make the rotation calculations we will have to perform a rule of 3 where we will have the clock seconds and the angle formed by the hand, this can be described as:
[tex]360 \ degrees \rightarrow 60 sec\\x \ degree \rightarrow 15 sec[/tex]
When performing this rule of 3 we will find 90 clockwise rotation
See more about rotation at brainly.com/question/1571997