Answer:
Singles
Amount ($) Frequency Relative Frequency
51-100 4 0.069
101-150 11 0.1897
151-200 14 0.2414
201-250 14 0.2414
251-300 11 0.1897
301-350 4 0.069
Couples
Amount ($) Frequency Relative Frequency
100-150 5 0.0676
151-200 5 0.0676
201-250 5 0.0676
251-300 5 0.0676
301-350 11 0.1486
351-400 11 0.1486
401-450 11 0.1486
451-500 11 0.1486
501-550 5 0.0676
551-600 5 0.0676
Step-by-step explanation:
The relative frequency can be computed by dividing each frequency by the sum of frequency i.e. Relative frequency=f/sum(f)
Singles
Amount ($) Frequency Relative Frequency
51-100 4 4/58=0.069
101-150 11 11/58=0.1897
151-200 14 14/58=0.2414
201-250 14 14/58=0.2414
251-300 11 11/58=0.1897
301-350 4 4/58=0.069
Total 58 1
Couples
Amount ($) Frequency Relative Frequency
100-150 5 5/74=0.0676
151-200 5 5/74=0.0676
201-250 5 5/74=0.0676
251-300 5 5/74=0.0676
301-350 11 11/74=0.1486
351-400 11 11/74=0.1486
401-450 11 11/74= 0.1486
451-500 11 11/74=0.1486
501-550 5 5/74=0.0676
551-600 5 5/74=0.0676
Total 74 1
10 because if you minus 170 from 10 it would still be less than 99
Answer:
73.4 cm^2
Step-by-step explanation:
The equation is :
πr^2
Substitute the radius in:
π(5)^2
Solve:
Area of full circle = 25π
(Note : leave this answer in terms of 'pi' so it is easier to handle
Next, find the area of the sector
The equation for this is:
(angle/360) x πr^2
Substitute the values in:
(80/360) x π(5)^2
Solve :
Area of sector = (50/9)π
Now, find the area of the triangle:
1/2 absinC
Substitute the values in:
1/2(5)(5) x sin(80) = 12.31009691
Subtract this answer from the area of the sector
Answer = 5.14319607
Subtract this from the area of the whole circle
Answer = 73.39662073
To the nearest tenth, that would be 73.4 cm^2
Mark brainliest pls
