Ineed to complete this in order to get a b before midnight (it's currently 1: 47 p. m.)1) vic and eva buy used cars at the same time. vic buys a car with 10,000 miles on it. he drives an average of 100 miles per week. what equation represents the number of miles, m, will be on vic's car after any number of weeks of driving, w. a) m = 10,000w + 100b) m = 100w + 10,000 c) 100m = 10,000wd) 10,000m = 100w2) using your answer choice from question #1, how many weeks will vic's car have 12,000 miles on it? a) 20 weeksb) 30 weeksc) 40 weeksd) 50 weeks3) vic and eva buy used cars at the same time. eva buys a car with 7,000 miles on it. she drives an average of 400 miles per week. what equation can be used to determine how many miles, m, will be on eva's car after any number of weeks of driving, w. a) 7,000m = 400wb) 400m = 7,000wc) m = 7,000w + 400d) m = 400w + 7,0004) using the equation from answers #1 and #3, form a system of equations and solve for how many weeks vic's and eva's cars will have the same number of miles on them. a) 8 weeksb) 9 weeksc) 10 weeksd) 11 weeks5) using the equation from answers #1 and #3 and the answer from #4, how many miles, m, will the cars have on them when the number of weeks, w, is the same? no answer choices.