SOLUTION: Find a counterexample for this statement: Every whole number greater than 10 is the sum of two or three consecutive whole numbers.
Algebra.Com
Question 883037: Find a counterexample for this statement: Every whole number greater than 10 is the sum of two or three consecutive whole numbers.
Answer by richwmiller(17219) (Show Source): You can put this solution on YOUR website!
11=5,6
12=3,4,5
13=6,7
14= no
15=7,8 and 4,5,6
16= no
RELATED QUESTIONS
True or false: every whole number greater than 10 is the sum of two or three consecutive... (answered by josgarithmetic)
please help me solve this: a. every whole number greater thsn 4 and less than 20 is the... (answered by Edwin McCravy)
Find three consecutive whole numbers such that twice the sum of the two smallest numbers... (answered by tazoftroy)
Find the three consecutive whole number such that 3 times the middle number is greater... (answered by stanbon)
what is a counterexample for the opposite of each whole number is a whole number (answered by tinbar)
find three consecutive whole numbers such that twice the sum of the two smallest... (answered by drj)
Find three consecutive whole numbers such that twice the sum of the two smallest numbers... (answered by stanbon)
Find three consecutive whole numbers such that twice the sum of the two smallest numbers (answered by ikleyn)
# 3. Find a counterexample to the statement "The sum of two squares is an even number"
(answered by jim_thompson5910)