Respuesta :
First lets expand it
next we subtract 3T - 3 - 5 so it can be 3T - 8
next we add T to both sides
next we subtract 3T - 8 + T so it can be 4T - 8
next we add 8 to both sides
next we add 4 + 8 so it can be 12
then we divide both sides by 4
and lastly we reduce the fraction 12/4 and we have our answer.
Answer: A) T = 3
next we subtract 3T - 3 - 5 so it can be 3T - 8
next we add T to both sides
next we subtract 3T - 8 + T so it can be 4T - 8
next we add 8 to both sides
next we add 4 + 8 so it can be 12
then we divide both sides by 4
and lastly we reduce the fraction 12/4 and we have our answer.
Answer: A) T = 3
Hi there!
To solve this equation, you need to first use the Distributive Property on the right side.
4 - t = 3t - 3 - 5
Now, add like terms.
4 - t = 3t - 8
Then, move terms to their own sides.
(4 - 4) - t = 3t + (-8 - 4)
(-t - 3t) = (3t - 3t) - 12
-4t = -12
Now, divide both sides by -4.
-4t / -4 = -12 / -4
t = 3
The answer is A. 3.
Hope this helps.
To solve this equation, you need to first use the Distributive Property on the right side.
4 - t = 3t - 3 - 5
Now, add like terms.
4 - t = 3t - 8
Then, move terms to their own sides.
(4 - 4) - t = 3t + (-8 - 4)
(-t - 3t) = (3t - 3t) - 12
-4t = -12
Now, divide both sides by -4.
-4t / -4 = -12 / -4
t = 3
The answer is A. 3.
Hope this helps.