2g + 4(g + 3) please show how you would simplify the answer.
Distributive property, then add like terms.
idk what you mean
if you see this : a(b+c) you can write the same as : ab + ac
its named as distributive property, as you're distributing a
\(2g + \color{green}{4(g + 3)}\)
can you rewrite the green thing using above property ?
idk how
see if it helps : \(2g + \color{green}{4(g + 3)} \) by distributive property \(2g + \color{green}{4*g + 4*3} \) simplifying \(2g + \color{green}{4g + 12} \) adding like terms \(6g + 12 \)
the question says please show your work and simplify the following and the follosing is the answer above
following
yes from taht question what is the coefficient the variable and the term
usually we represent variables using ALPHABETS : a, b, c, g, x, y... etc etc.
what are the coefficient and the term in the question
Join our real-time social learning platform and learn together with your friends!