SOLUTION: solve the inequality 7+3t<2(t+3)-2(-1-t)

Question 74357This question is from textbook
: solve the inequality
7+3t<2(t+3)-2(-1-t) This question is from textbook

Answer by cathieb1225(41) (Show Source): You can put this solution on YOUR website!
7+3t<2(t+3)-2(-1-t)
First,multiply the two groups that have parentheses
7+3t<2t+6+2+2t
Group like terms on the right side of the equation
7+3t<4t+8
Now subtract 3t from both sides to have the variable on one side of the equation
7+3t-3t<4t-3t+8
7 Now subtract 8 from both sides to put the constant on the other side of the equation
7-8 -1
RELATED QUESTIONS
solve the inequality... (answered by jim_thompson5910)

solve the inequality:... (answered by rahman)

help solve g(t) = t-3/t^2 - 3t + 2 t= -2, t=... (answered by nyc_function)

help solve g(t) = t-3/t^2-3t+2 t=-2,... (answered by Maths68)

3t-3/t^2-1 (answered by stanbon)

Solve for the equation:... (answered by jim_thompson5910)

2(7+3t)=-t (answered by mananth)

Solve... (answered by Fombitz)