rgred8350 rgred8350
  • 10-07-2019
  • Mathematics
contestada

Exihibit a counterexample for the following. Every prime number is odd.

Respuesta :

bobbyv2 bobbyv2
  • 10-07-2019

A counter example would be the number 2.

2 is a prime number, because it only has two factors ( itself and 1)

Yet 2 is also an even number, because it can be exactly divided by two.

So the number 2 proves that not every prime number is odd.

Answer Link

Otras preguntas

What ideas and beliefs tie Judaism, Christianity, Islam, and Buddhism together? What ideas do they share with each other, and what is behind the similarities? E
Help please please answer
What is a molecule ?
Which type of composition is a secular from of renaissance music generally written about love? A.motet B.madrigal C.mass D.a cappella
If a student scored 75 points on a test where the mean score was 83.5 and the standard deviation was 6.1. the student's z score is ________. round to 2 decimal
Can someone explain how to do 7 and 13
A photography book has 60 two-sided pages of pictures, each of which is 1/40 inch thick, where each two-sided page is preceded by a protective 1/80 inch thick
the fuction g(x)= x^2+3 The function F(x)=g(x+2). What does the graph of F(x) look like?
The polynomial 6x^2 +37-60 represents an integer. Which expressions represents integer factors of 6x^2+37-60 for all values of x?
if some one is speaking to your fast, your might say Hable​