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29 votes
29 votes
Please help me out fr I am passionate about helping

User Greg Sexton
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2.9k points

2 Answers

24 votes
24 votes

Final answer:

This plea highlights the necessity of enhancing educational resources to prevent children from falling behind globally. It asserts that without proper knowledge and communication, society's progress may be hindered. The core message emphasizes education as a pivotal force for individual and societal advancement.

Step-by-step explanation:

The impassioned plea for educational commitment in the question presented speaks volumes about the vital importance of education in today's society. Standing together to improve educational resources ensures that our children have the tools they need to succeed and to remain competitive on a global stage. The assertion that knowledge and communication are pivotal to our survival reinforces the idea that education is not just a local or individual issue but a societal one with international implications.

We must remember that education is the cornerstone of a thriving community and society. It enables individuals to contribute effectively to the world around them and solves complex problems. By investing in education, from early years through higher education, we ensure that individuals are not only well-informed but also capable of critical thinking and effective communication. These skills are indispensable not only in personal development but also in fostering progressive and adaptive communities.

Moreover, collaboration among countries and exchanging educational strategies can be beneficial in raising overall global standards. As we understand the significance of education, we also realize the consequences of neglecting it. To keep pace with or surpass our international neighbors, it is essential that adequate resources are allocated towards creating a robust educational system.

21 votes
21 votes

\begin{gathered} |4x-6|\ge8 \\ |x|=x,if_{\text{ }}x\ge0 \\ |x|=-x,if_{\text{ }}x<0 \\ x\ge0 \\ 4x-6\ge8 \\ x\ge(7)/(2) \\ ---- \\ x<0 \\ -4x+6\ge8 \\ x\le-(1)/(2) \end{gathered}

Therefore:


(-\infty,-(1)/(2)\rbrack\cup\lbrack(7)/(2),\infty)

User Hhut
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3.1k points