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Solve, Correlate like Terms and Graphing Inequalities

1.) Solve using the multiplication principle. Don't forget to perform a check.
-1/6x = -9/10
The solution is_____. (Simplify your answer. Type an integer or a fraction.)
2.) Collect like terms.
17r + 4s - 11r - 9s =_____________.
3.) 4 > -3x + 3 or 10 ≤ -5x + 3
4.) Solve using the multiplication principle.
-7x > 1/15
The solution set is {x|x __ __}.
5.) Solve.
-0.9x < -81
The solution is {x|__}. (Type an inequality.)
6.) Find the indicated outputs for f(x) = - 3x.
F(0)=______.
F(-1)=______.
F(2)=_______.
7.) Use < or > to make the statement true.
-19___ -7
8.) Solve then graph.
4x 32
9.) Multiply.
5/7 * [-8/9]
10.) Simplify.
6[79 - (80 - 26)]=____________.
11.) Solve then graph.
Y - 5 > -20
The solution is {y|y > ___}.

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1.) Solve using the multiplication principle. Don't forget to perform a check.
-1/6x = -9/10
The solution is_____. (Simplify your answer. Type an integer or a ...

Solution Summary

The expert solves and correlates the like terms and graphs the inequalities.

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