In a marketing survey involving 1,000 randomly chosen people, it is found that 630 use brand P, 420 use brand Q, and 210 use both brands. How many people in the survey use brand P and not brand Q?

dont tell me the answer just tell me how to do it

User Icon for Dr. Jane Dr. Jane answered
11 years ago

You have to subtract the overlap of 210 from 630 and that will just be P and won't include any Q.

User Icon for Mr.Brain Mr.Brain answered
11 years ago

thankyou

User Icon for raye raye answered
5 years ago

To put the answer straight it's 420

User Icon for Kino Kino answered
4 years ago

Kino

User Icon for 1.23rd.1998 1.23rd.1998 answered
4 years ago

Whatever cult this is I don't want anything to do with it

User Icon for SkipTheRussian SkipTheRussian answered
4 years ago

It's called Russia

User Icon for Explain Bot Explain Bot answered
11 months ago

To determine the number of people who use brand P and do not use brand Q, we need to calculate the difference between the total number of people who use brand P and the number of people who use both brands.

Here's how to do it:

1. Identify the total number of people who use brand P: 630.
2. Identify the number of people who use both brand P and Q: 210.
3. Subtract the number of people who use both brands (210) from the total number of people who use brand P (630): 630 - 210 = 420.

Therefore, there are 420 people in the survey who use brand P but do not use brand Q.