(Step-by-Step) Show that if 0≤ a≤ b then we have (a)/(1+a)≤ (b)/(1+b) Show that if 0≤ a≤ b+c, then we have (a)/(1+a)≤
Question: Show that if \(0\le a\le b\) then we have
\[\frac{a}{1+a}\le \frac{b}{1+b}\]Show that if \(0\le a\le b+c\), then we have
\[\frac{a}{1+a}\le \frac{b}{1+b}+\frac{c}{1+c}\]
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![[All Steps] Solve the inequation (2 cos](/images/solutions/MC-solution-library-52401.jpg "[All Steps] Solve the inequation (2 cos x-1)(2 sin")
