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Albert1
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$ a,b,c \in\mathbb{R}^+ , \,\,\text{Prove:}$
$\dfrac {c}{a+b} +\dfrac {a}{b+c} +\dfrac {b}{c+a}\geq \dfrac {3}{2}$
$\dfrac {c}{a+b} +\dfrac {a}{b+c} +\dfrac {b}{c+a}\geq \dfrac {3}{2}$
Last edited:
Albert said:$ a,b,c \in\mathbb{R}^+ , \,\,\text{Prove:}$
$\dfrac {c}{a+b} +\dfrac {a}{b+c} +\dfrac {b}{c+a}\geq \dfrac {3}{2}$
Albert said:If without the use of calculus,how can we proceed ?
Inequality refers to the unequal distribution of resources, opportunities, and privileges among individuals or groups in a society. It can manifest in various forms, such as economic, social, and political inequality.
There are many factors that can lead to inequality, including historical and cultural factors, government policies, and individual characteristics such as race, gender, and socioeconomic status. Globalization and technological advancements have also been identified as contributing factors to inequality.
Inequality can have negative impacts on both individuals and society as a whole. It can lead to social and economic instability, hinder economic growth, and result in health disparities and unequal access to education and resources. Inequality also perpetuates social divisions and can lead to social and political tensions.
Inequality can be measured using various metrics, such as the Gini coefficient, which measures income distribution within a population, or the Human Development Index, which takes into account factors such as education, health, and income. Other measures include the poverty rate, wealth gap, and social mobility.
Addressing inequality requires a comprehensive approach that involves government policies, social programs, and individual actions. This may include measures such as progressive taxation, minimum wage laws, investment in education and healthcare, and promoting diversity and inclusion in the workplace. It also requires addressing systemic issues such as discrimination and promoting equal opportunities for all individuals.