The parking charges of a car in a private parking is Rs 20 for the first hour and Rs 10 for subsequent hours.Taking total parking charges to be `y` & total parking time as `x` hours form a linear equation.Write it in standard form.

An auto rickshaw charges Rs 10 for the first kilometre then Rs 8 for each such subsequent kilometre. The total charge (in Rs) for d kilometres is

The parking charges of a car in Hyderabad Railway station for first two hours is 50 and 10 for each subsequent hour. Write down an equation and draw the graph. Find the following charges from the graph (i) For three hours (ii) For six hours (iii) How many hours did Rekha park her car if she paid 80 as parking charges?

The parking charges of a car in Hyderabad Railway station for first two hours is 50 and 10 for each subsequent hour. Write down an equation and draw the graph. Find the following charges from the graph (i) For three hours (ii) For six hours (iii) How many hours did Rekha park her car if she paid 80 as parking charges?

The parking charges of a car in Hyderabad Railway station for first two hours is 50 and 10 for each subsequent hour. Write down an equation and draw the graph. Find the following charges from the graph (i) For three hours (ii) For six hours (iii) How many hours did Rekha park her car if she paid 80 as parking charges?

The parking charges of a car in Hyderabad Railway Station for first two hours is 50 and 10 for each subse quent hour. Write down an equation and draw the graph. Read the following charges from the graph: For 3 hours.

The parking charges of a car in Hyderabad Railway Station for first two hours is 50 and 10 for each subse quent hour. Write down an equation and draw the graph. Read the following charges from the graph: For 6 hours.

The parking charges of a car in Hyderabad Railway Station for first two hours is 50 and 10 for each subse quent hour. Write down an equation and draw the graph. Read the following charges from the graph: How many hours did Rekha parked if she paid 80 as parking charges?

The taxi fare in a city is as follows: For the first kilometre, the fare is Rs 8 and for the subsequent distance it is Rs 5 per km. Taking the distance covered as x km and total fare as Rs y, write a linear equation for this information, and draw it's graph