∙•❁Okay we will now solve this Step-By-Step!❁•
∙•❁Question:
8(t+2)−3(t−4)=6(t−7)(8)
∙•❁Simplify both sides of the equation:
8(t+2)−3(t−4)=6(t−7)(8)
∙•❁Now Simplify:
8(t+2)−3(t−4)=6(t−7)(8)
(8)(t)+(8)(2)+(−3)(t)+(−3)(−4)=48t+−336 Distribute
8t+16+−3t+12=48t+−336
(8t+−3t)+(16+12)=48t−336 Combine Like Terms
5t+28=48t−336
∙•❁Subtract 48t from both sides.
5t+28−48t=48t−336−48t
−43t+28=−336
∙•❁Subtract 28 from both sides:
−43t+28−28=−336−28
−43t=−364
∙•❁Divide both sides by -43:
−43t/−43=−364/−43
∙•❁Your final answer is:
364/43
∙•❁I hope this helps!❁•
