Question

cars in a parking lot: how many suvs are in the parking lot? how many red hondas are in the parking lot? how many of the red cars in the parking lot are not suvs? how many cars are in the parking lot? question help: video message instructor

Explanation:

Step1: Find the number of SUVs

To find the number of SUVs, we add up all the sections within the SUV circle. That is \(9 + 9+1 + 6\).

$$9 + 9+1 + 6=25$$

Step2: Find the number of red Hondas

The number of red Hondas is the section where the Red and Honda circles overlap (excluding the SUV - Red - Honda intersection). That is \(8\).

Step3: Find the number of red cars that are not SUVs

To find the number of red cars that are not SUVs, we add the non - SUV sections of the Red circle. That is \(12+8\).

$$12 + 8=20$$

Step4: Find the total number of cars

To find the total number of cars, we add up all the sections in the Venn diagram: \(9+9 + 1+6+12+8+5+6\).

$$9+9 + 1+6+12+8+5+6=56$$

Answer:

Number of SUVs: \(25\)
Number of red Hondas: \(8\)
Number of red cars not SUVs: \(20\)
Total number of cars: \(56\)