Which is a correct first step in solving the inequality -4(2x-1)>5-3x
2 answers:
The correct first step of solving the inequality problem -4(2x-1)>5-3x is that
Expand -4(2x-1): -8x+4
You apply the distributive laws
a=4, b=2x, c=1
= -4x time 2x-(-4) time 1
Simplify -4 time 2x+4 time 1
Multiply the numbers: 4 time2=8
= -8x+4
Multiply the numbers: 4time1=4
= -8x+4
Answer:
<h2>Apply distributive property that's the first step.</h2>
Step-by-step explanation:
The given inequality is
The first step we need to do is to apply distributive property to relase the binomial inside the parenthesis
Then, we move all variables to the left side, and all constants to the right side
Now, we divide the inequality by -5, which changes the sign orientation
Therefore, the solution is a set with all values less than -1/5. The graph attached shows this solution.
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