Question 19729
Step 1: distribute to get rid of the parenthesis
{{{3(6+5y)=2(-5+4y)}}} becomes {{{(3*6)+(3*5y)=(2*-5)+(2*4y)}}} which becomes {{{18+15y=-10+8y}}}
Step 2: use inverse operations to get the variable alone on one side of the equation and the constants on the other side.
-subtract 18 from each side so {{{18+15y=-10+8y}}} becomes {{{-18+18+15y=-10+8y-18}}} which becomes {{{15y=-28+8y}}}
-subtract 8y from each side so {{{15y-8y=-28+8y-8y}}} becomes {{{7y=-28}}}
-divide both sides by 7 so {{{7y/7=-28/7}}} becomes your solution {{{y=-4}}}

I hope this helps!