If the radius of a sphere is increased by 2 cm, then its surface area increases by 704 cm². Using π = 22/7, find the radius of the sphere before the increaseA14 cmB15 cmC16 cmD13 cmAnswer: D. 13 cm Read Explanation: 4π(r+2)2−4πr2=7044 \pi (r+2)^2-4\pi r^2=7044π(r+2)2−4πr2=7044π(r2+4r+4−r2)=7044\pi(r^2+4r+4-r^2)=7044π(r2+4r+4−r2)=7044×227(4r+4)=7044\times \frac{22}{7} (4r+4)=7044×722(4r+4)=7044r+4=564r+4=564r+4=564r=524r=524r=52r=52/4=13r=52/4=13r=52/4=13 Read more in App