If the distance of the screen is moved from 100. Cm to 200. Cm the area of light would in-crease from 150. Cm^2 to A. 37.5 cm2 B. 75 cm2 C. 300 cm2 D. 600 cm2

Question

asked Jul 24, 2021 235k views

1 Answer

Wchung · Answer 1 · 2021-07-28T16:19:59+0000

Answer:

75 cm

Step-by-step explanation:

The distance of the screen varies inversely proportional to the area subtended.

$(d_1)/(d_2)=(A_2)/(A_1)\\(100)/(200)=(A_2)/(150)\\A_2=75 cm$

When the distance is increased from the screen, the area would decrease to 75 cm.