The area of two circular field are in the ratio 16 : 49. If the radius of bigger field is14 m, then what is the radius of the smaller field?A4 mB8 mC9 mD10 mAnswer: B. 8 m Read Explanation: Solution:Radius of bigger field = 14 mArea of Bigger field = πr2 = 49x=>\frac{22}{7}\times{14^2}=49x=>\frac{22}{7}\times{14}\times{14}=49x=>22\times{2}\times{14}=49x=>x=\frac{88}{7}Area of smaller circle = πr2 = 16x=>\frac{22}{7}\times{(r^2)}=16\times{\frac{88}{7}}=>r^2=16\times{4}=>r^2=64=>r=8 Read more in App