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solve...0.7x+5le1.5x-2
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\[0.7x+5\le1.5x-2\]
simple question. you just have to add and multiply terms
1.2\[\ge\]1.3
that didnt work to well
add 2 both sides subtract 0.7x both sides
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your objective should be to bring x, alone, on one side of the inequality
0.8 and 2.2
0.7x + 7 <= 1.5x
7 <= 1.5x - 0.7x
7 <= 0.8x
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7/0.8 <= x
or 70/8 <= x
so it would be \[\left\{ x \left| \le70/8 \right| \right\}\]
it says type and integer or a decimal
an integer or a decimal
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\[\text{Reduce}\left[\frac{7}{10}x+5\text{$<$=}\frac{3}{2}x-2\right]\to \left(x\geq \frac{35}{4}\right) \]Reduce is a Mathematica function.
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