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Question
A ও B বিন্দু দুইটির স্থানাঙ্ক যথাক্রমে (-2,4) এবং ( 4,-5) । AB রেখা C বিন্দু পর্যন্ত এমনভাবে বর্ধিত করা হল যেন AB= 3BC হয়। C বিন্দুর স্থানাঙ্ক নির্ণয় কর।
(6,-8)
ANSWER : 1
Descrption
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"></figure><p><math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">AB</mi><mo>=</mo><mn>3</mn><mi mathvariant="normal">BC</mi></math></p><p><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>⇒</mo><mi mathvariant="normal">AB</mi><mo>+</mo><mi mathvariant="normal">BC</mi><mo>=</mo><mn>4</mn><mi mathvariant="normal">BC</mi></math></p><p><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>⇒</mo><mi mathvariant="normal">AC</mi><mo>=</mo><mn>4</mn><mi mathvariant="normal">BC</mi></math></p><p><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>⇒</mo><mfrac><mi mathvariant="normal">AC</mi><mi mathvariant="normal">BC</mi></mfrac><mo>=</mo><mfrac><mn>4</mn><mn>1</mn></mfrac></math></p><p><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>∴</mo><mi mathvariant="normal">C</mi></math> বিন্দুর স্থানাঙ্ক <math xmlns="http://www.w3.org/1998/Math/MathML"><mfenced><mrow><mi mathvariant="normal">x</mi><mo>,</mo><mo> </mo><mi mathvariant="normal">y</mi></mrow></mfenced></math> হলে, <math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">x</mi><mo>=</mo><mfrac><mrow><mn>4</mn><mo>×</mo><mn>4</mn><mo>-</mo><mn>1</mn><mfenced><mrow><mo>-</mo><mn>2</mn></mrow></mfenced></mrow><mrow><mn>4</mn><mo>-</mo><mn>1</mn></mrow></mfrac><mo>=</mo><mfrac><mn>18</mn><mn>3</mn></mfrac><mo>=</mo><mn>6</mn></math></p><p><math xmlns="http://www.w3.org/1998/Math/MathML"><mi mathvariant="normal">y</mi><mo>=</mo><mfrac><mrow><mn>4</mn><mo>×</mo><mfenced><mrow><mo>-</mo><mn>5</mn></mrow></mfenced><mo>-</mo><mn>1</mn><mfenced><mn>4</mn></mfenced></mrow><mrow><mn>4</mn><mo>-</mo><mn>1</mn></mrow></mfrac><mo>=</mo><mfrac><mrow><mo>-</mo><mn>24</mn></mrow><mn>3</mn></mfrac><mo>=</mo><mo>-</mo><mn>8</mn></math></p><p><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>∴</mo><mi mathvariant="normal">C</mi></math> বিন্দুর স্থানাঙ্ক <math xmlns="http://www.w3.org/1998/Math/MathML"><mo>≡</mo><mfenced><mrow><mn>6</mn><mo>,</mo><mo> </mo><mo>-</mo><mn>8</mn></mrow></mfenced><mo> </mo><mfenced><mrow><mi mathvariant="normal">Ans</mi><mo>.</mo></mrow></mfenced></math></p>
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