Simple question regarding vectors in examples of physics textbooks

[ghostfolk]

I have noticed that in my classical mechanics course and in the textbook I read for it, the portion in examples that require to look at the sum of forces for the system is different than what I am accustomed to in introductory texts. For example, if we were dealing with a system with a ball of mass $m$ tied to a ceiling and were asked to find the forces, in an introductory textbook (as least the ones I read) would state the summation of forces as $F_{net}=T-mg$. However, in the mechanics textbook it is written as $F_{net}=T+mg$. I'm wondering why it seems that the downward aspect of the gravitational force is ignored. I figure that overall it doesn't make a difference, but I'm just curious for the author's reasoning as it leads me confused in both reading and comparing answers for exercises from the textbook.

 

[jedishrfu]

Try reading the textbook more carefully to understand how T and Fnet are defined the notion of what direction is positive is critical to understanding the equation.

 

[mhmagofke]

Chances are that the text that type F=T+Mg, is using a notation where F, T and Mg are vectors.