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With solid boundary (2x-5y=10), which inequality is correct if the side containing the origin is not taken?ठोस सीमा (2x-5y=10) के साथ मूल बिंदु वाला पक्ष नहीं लेना हो, तो सही असमानता कौन-सी है?
Answer and explanationउत्तर और व्याख्या
Correct answer:सही उत्तर: (2x-5y\geq 10)(2x-5y\geq 10)
The origin satisfies (2x-5y\leq 10), so the opposite side is (2x-5y\geq 10). Exam tip: Keep equality for a solid boundary.मूल बिंदु (2x-5y\leq 10) को सत्य करता है इसलिए विपरीत पक्ष (2x-5y\geq 10) होगा। परीक्षा सुझाव: ठोस सीमा के लिए बराबरी शामिल रखें।
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