In circle m, diameters jl and hk each measure 16 centimeters. and they intersect making an angle measure of 25

what is the approximate length of minor arc jh? round to the nearest tenth of a centimeter.
3.5 cm
6.9 cm
21.6 cm
46.8 cm

3,5 cm

Explanation:

The circumference of the circle is given by the diameter times Pi, this means 16x3,14 this equals to 50,28. After this you have to divide 50,28/360, which is the total of grades in a circle and multiply it by 25, this equals to 3.49.

 The correct answer is : 3.5 cm

Explanation:  The total length of the circumference of diameter 16 cm is:

L = 16 cm x Pi                           L = 16 cm x 3.1416

L = 50.2656 cm   this is the total length of the circumference, that is, what corresponds to 360 °

Now we calculate the arc length that corresponds to 25 °, which can be done with a rule of three:

50.2656 cm corresponds to 360 ° to how many cm correspond to 25 °?

50.2656 cm 360 °

       x             25 °

x = 3.4906 cm

The length of the smaller arch, approaching is: 3.5 cm