SOLUTION: Solve: 5 < t - 4 < 6 1 < t < 2 9 < t

SOLUTION: Solve: 5 < t - 4 < 6 1 < t < 2 9 < t < 10

Question 41130: Solve:
5 < t - 4 < 6

1 < t < 2

9 < t < 10
Answer by PaulAllen65270(19) (Show Source): You can put this solution on YOUR website!
To solve inequalities like this one you need to divide it into two equations.
One equation is
t-4>5
The other equation is
t-4<6
You then need to solve both of these equations
t-4>5
+4>+4 add four to both sides which will not change the inequality sign
t > 9
Then you want to solve the other equation
t-4<6
+4<+4 again you add four to both sides which will not change the inequality sign
t < 10
Now you put these two equations back together
9 < t < 10
Which is then your complete answer. To plot this number on a number line it would be anything between 9 and 10
RELATED QUESTIONS
solve for T... (answered by Alan3354)

10-1/t=9/t^2 (answered by edjones)

-6(t-9)-(t+5)=2 (answered by jim_thompson5910)

-5(t-9)-(t+2)=4 (answered by vidya pattar)

Please help me solve these two problems. 1. 9(t-1)=(t+4)-t 2.... (answered by bonster)

5/9(t+2)<= 1/4... (answered by lwsshak3)

Please help me solve this: 8/3 t + 1 > -5 I have: 8/3 t > -6 t > -18/8 t >... (answered by KMST)

t^-4/t^-6 answer... (answered by solver91311)

Solve the inequality and show your work. |t - (2 - t)| > 10 A. t > -4 and t < 6 B. t (answered by edjones,lwsshak3)