SOLUTION: What is the mean of the integers -49,000 to 50,000 inclusive?

Algebra.Com
Question 367043: What is the mean of the integers -49,000 to 50,000 inclusive?
Answer by robertb(5830)   (Show Source): You can put this solution on YOUR website!
First term is a1 = -49000, common difference is d = 1, so an = -49000+(n-1)*1 = -49,000+n-1 = n -49,001. If an = 50,000, then 50,000 = n - 49,001, or n = 99,001. So there are 99,001 terms in the sequence. The sum of all these terms is . The average of all these numbers is then
RELATED QUESTIONS

What is the average value of the integers from -50 to 50, inclusive? Please include... (answered by sachi,stanbon)
A new car is designed to run a mean of at least 50 000 kilometres before its first... (answered by stanbon)
TL Ltd is a multinational construction company with subsidiary organisations all around... (answered by ikleyn)
What power of 10 is needed to write the number 47,000,000 in scientific... (answered by josgarithmetic)
Suppose the mean amount of life insurance purchased by Canadian households is normally... (answered by Boreal)
If x is the sum of the integers from 1 to 79, inclusive, and y is the sum of the integers (answered by josgarithmetic)
4,000 and 8,000,000 added to three-fifths of a number equals 8,069,700. What is the... (answered by Theo)
Suppose a company has 10 employees, 1 earning R160 000, 1 earning R120 000, 2 earning... (answered by ikleyn)
Information from the American Institute of Insurance indicates the mean amount of life... (answered by Boreal)