Solve for equations? Algebra II?

1st interpretation: 5/6t = 3 - 3/24t 20t = 72 - 3t 23t = 72 t = 72/23 Answer: t = 72/23 or 3 3/23 Proof: 5/6(72/23) = 3 - 3/24(72/23) 60/23 = 69/23 - 9/23 60/23 = 60/23 ------------ 2nd interpretation: 5/(6t) = 3 - 3/(24t) 20 = 72t - 3 72t = 23 t = 23/72 Answer: t = 23/72 Proof: 5/(623/72) = 3 - 3/(2423/72) 5/(23/12) = 3 - 3/(23/3) 60/23 = 69/23 - 9/23.

Take out a lowest common denominator (LCD), which, for this equation is 24t. Now find out how to get the denominators to this LCD which would be to times (5/6t) by 4 which would make 20/24t=3-3/24t Now, put all t's on one side by +3/24t to both sides to make (20/24t)+(3/24t)=3 =23/24t=3 move the 23 by dividing 23 on both sides =24t=3/23 =t=(3/23)x24 move the 24 by x24 don't remember how I did this part sorry. =3.13.

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