If S T=9, T U=5 x, and S U=12 x-12, what is T U ?

Question

Accepted Answer

Step:1 ：Given the equations: (S T=9), (T U=5 x), and (S U=12 x-12)Step:2 ：We notice that the product of the first two equations (ST and TU) is equal to the third equation (SU).Step:3 ：Therefore, we can find TU by dividing SU by ST.Step:4 ：Substituting the given values, we get (T U = frac{S U}{S T} = frac{12}{9} = 1.33)Step:5 ：Final Answer: (T U = boxed{1.33})

Answer

Step: 1 ：Given the equations: (S T=9), (T U=5 x), and (S U=12 x-12)Step: 2 ：We notice that the product of the first two equations (ST and TU) is equal to the third equation (SU).Step: 3 ：Therefore, we can find TU by dividing SU by ST.Step: 4 ：Substituting the given values, we get (T U = frac{S U}{S T} = frac{12}{9} = 1.33)Step: 5 ：Final Answer: (T U = boxed{1.33})

If $S T = 9, T U = 5 x$ , and $S U = 12 x - 12$ , what is $T U ?$

Answer

Popular Problems

If ST=9,TU=5x, and SU=12x−12, what is TU?

Answer

Popular Problems

If $S T = 9, T U = 5 x$ , and $S U = 12 x - 12$ , what is $T U ?$