Solve the inequality $\frac {4}{5}d\leqslant

Which set expresses the solution to the compound inequality $-2\leqslant \frac {2x+1}{3}-4\lt 1$ ? (1 point)$\{ x:\frac
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Solve the inequality $\frac {4}{5}d\leqslant 24$ (1 point)The solution to the inequality is $d\leqslant \square $
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Solve for j.$i-12\gt 4$ or $j+14\leqslant 14$ Write your answer as a compound inequality with integers. $16\gt j\geqslant 0$
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Juana, Anish, and Giselle are comparing their solutions to the inequality$\frac {5}{6}x\leqslant -10$ Juana says that the
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Solve for x.$2\geqslant x-10\geqslant -12$ Write your answer as a compound inequality with integers. $12\gt x\geqslant -2$
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What is the interval for this piece of the function f(x)?[4] −8⩽x⩽6-8\leqslant x\leqslant 6−8⩽x⩽6 −2<x<3-2< x<
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2. asked by T.S.
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Image to TextGraph the solution of this inequality: [ \frac{3}{7}(35x - 14) \leq \frac{21x}{2} + 3 ] -7 -6 -5 -4 -3 -2 -1 0 1 2
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What is the last interval?3<x<63 < x < 63<x<6 3⩽x⩽63 \leqslant x \leqslant 63⩽x⩽6 3<x⩽63 < x \leqslant 63<x⩽6
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2. asked by T.S.
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solve inequality with sign chart:-\frac{10}{x-5}\ge-\frac{11}{x-6}
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solve inequality with sign chart:-\frac{10}{x-5}+\frac{11}{x-6}\ge0
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