Calculate how much population would be covered by `T.V` .broadcast if height of TV tower is `100m` and the average population density around the tower is `1000km^(-2)` (Take radius of earth as [`R=6.4times10^(6)m)`]

A TV tower has a height of 70 m. If the average population density around the tower is 1000 km^(-2) , the population Covered by the TV tower

A TV tower has a height of 100m. How much population is covered by TV broadcast. If the average population density around the tower is 1000 km^(-2) ? (radius of earth = 6.4xx10^(6)m )

T.V. tower has a height of 70 m. How much population is covered by the TV broadcast average population density around the tower is 1000 km^(-2) Radius of the earth is 6. 4 xx10 ^(6) m.

A TV broadcasting tower has a height of 100 m. How much population is covered by the TV Broadcast. If average population density around the tower is 1500 km^(-2) ? Radius of earth =6.37xx10^6 m

A T.V. tower has a height of 100m. How much population is covered by the T.V. broadcast if the average population density around the tower is 1000 per sq.km.Radius of the earth 6.37xx10^(6)m .By how much height of the tower be increased to double to its coverage range?

A T.V. tower has a height 150m. What is the population density around the T.V. tower if the total population covered is 50 lakh? (Radius of earth =6.4xx10^(6)m)

T.V. transmission tower at a particular station has a height of 160 m. How much population is covered by transmission, if the average population density around the tower is 1200 per km?

A TV tower has a height of 100 m. The population density around the TV if the population covered is 60.288 lac, is

A T.V. transmission tower at a particular station has a height of 160 m . (a) What is its coverage range ? (b) How much population is covered by transmission , if the average population density around the tower is 1200 km^(-2) ? ( c ) By how much the height of tower be increased to double its coverage range ? Given radius of earth = 6400 km .

The height of a TV antenna is 200 m. The population density is 4000 km^(-2) . Find the population benefited