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Simple fractions and multiplaction...please solve and explain...

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4x+6, when you distribute
Could you please give the full answer and explain?

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Other answers:

that was the full answer, and what you do is you multiply 2/5 by both terms within the parenthesis
put them together, 4x+6
I still don't understand, I am taking algerba 1. I don't know anything :(
Thanks, Life, Best Responce
ok, when there is a number, or a term, anything outside of parenthesis, you MUST multiply the outside term with both of the terms within the parenthesis, if there is a fraction, like there is in ur question then you put the terms within the parenthesis, over 1 which would make it easier from you, there you multiply and your good to go, make sense?
your welcome :)
distribute the 2/5 to all of the terms inside the parenthesis. This gives 2/5*10x+2/5*15 then you want to simplify. \[\frac{ 2 }{ 5 }\times10x=\frac{ 2\times10x }{ 5 }=\frac{ 20x }{ 5 }=4x\] and \[\frac{ 2 }{ 5 }\times15=\frac{ 2\times15 }{ 5 }=\frac{ 30 }{ 5 }=6\] and so your two terms remaining are 4x=6

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