Find the radius of a circle given:
i. its diameter is 10.5 cm
ii.its circumference is 35.2 CV m
iii. its area is 186.34 cm
iv. its semicircle is 39.6 cm
v. its semicircular region is 481.25 sq cm
vi. the area of its quadrant is 9.625 sq cm.
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|)radius=diameter/2
=10.5/2
=5.25
||)radius2π=35.2
=35.2×7/(2×22)
=0.56
|||)πradius^2=186.34
radius^2=59.29
radius=7.7
|V)πradius=39.6
radius=39.6×7÷22
=12.6
V)πr^2/2=481.25
r=√[481.25×2×7÷22]
=175
V|)πr^2÷4=9.625
r=√9.625×4×7÷22
=3.95 approximately
hope it's helpful
mark as brainliest
=10.5/2
=5.25
||)radius2π=35.2
=35.2×7/(2×22)
=0.56
|||)πradius^2=186.34
radius^2=59.29
radius=7.7
|V)πradius=39.6
radius=39.6×7÷22
=12.6
V)πr^2/2=481.25
r=√[481.25×2×7÷22]
=175
V|)πr^2÷4=9.625
r=√9.625×4×7÷22
=3.95 approximately
hope it's helpful
mark as brainliest
vaishusk:
mark as brainliest
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