How do you simplify the expression $4 g + 3 h + 2 g - 3 h$ $4g + 3h + 2g - 3h$ ?

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Answer 1 · 2017-02-16T13:08:28

See the entire simplification process below:

First, rewrite the expression to group like terms:

$4 g + 3 h + 2 g - 3 h$ $4color(red)(g) + 3color(blue)(h) + 2color(red)(g) - 3color(blue)(h)$ becomes:

$4 g + 2 g + 3 h - 3 h \to$ $4color(red)(g) + 2color(red)(g) + 3color(blue)(h) - 3color(blue)(h) ->$

$(4 + 2) g + (3 - 3) h \to$ $(4 + 2)color(red)(g) + (3 - 3)color(blue)(h) ->$

$6 g + 0 h \to$ $6color(red)(g) + 0color(blue)(h) ->$

$6 g + 0 \to$ $6color(red)(g) + 0 ->$

$6 g$ $6g$

How do you simplify the expression 4g+3h+2g−3h 4g + 3h + 2g - 3h?