assume that 30% of city employees in city a ride the bus to work. consider the following two statements: the…

assume that 30% of city employees in city a ride the bus to work. consider the following two statements: the percentage of city employees who ride the bus to work is 10% higher in city b than in city a. the percentage of city employees who ride the bus to work is 10 percentage points higher in city b than in city a. for each case, state the percentage of city employees in city b who ride the bus to work. briefly explain why the two statements have different meanings. when the percentage of city employees who ride the bus to work is 10% higher in city b than in city a, what percentage of city employees in city b ride the bus to work? 33% (type an integer or a decimal.) when the percentage of city employees who ride the bus to work is 10 percentage points higher in city b than in city a, what percentage of city employees in city b ride the bus to work? % (type an integer or a decimal )

assume that 30% of city employees in city a ride the bus to work. consider the following two statements: the percentage of city employees who ride the bus to work is 10% higher in city b than in city a. the percentage of city employees who ride the bus to work is 10 percentage points higher in city b than in city a. for each case, state the percentage of city employees in city b who ride the bus to work. briefly explain why the two statements have different meanings. when the percentage of city employees who ride the bus to work is 10% higher in city b than in city a, what percentage of city employees in city b ride the bus to work? 33% (type an integer or a decimal.) when the percentage of city employees who ride the bus to work is 10 percentage points higher in city b than in city a, what percentage of city employees in city b ride the bus to work? % (type an integer or a decimal )

Answer

Explanation:

Step1: Calculate for 10% higher

We find 10% of 30% first. 10% of 30% is $0.1\times0.3 = 0.03$. Then we add this to 30% (0.3), so $0.3+0.03=0.33$ or 33%.

Step2: Calculate for 10 percentage - points higher

A percentage - point increase means we simply add the number of percentage points to the original percentage. So we add 10 percentage points to 30%, getting $30 + 10=40$.

Answer:

40