{"id":251396,"date":"2022-09-10T10:39:55","date_gmt":"2022-09-10T05:09:55","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/the-electric-field-intensity-due-to-a-dipole-of-length-10-cm-and-having-a-charge-of-500-%ce%bcc-at-a-point-on-the-axis-at-a-distance-20-cm-from-one-of-the-charges-in-air-is\/"},"modified":"2022-09-10T10:39:55","modified_gmt":"2022-09-10T05:09:55","slug":"the-electric-field-intensity-due-to-a-dipole-of-length-10-cm-and-having-a-charge-of-500-%ce%bcc-at-a-point-on-the-axis-at-a-distance-20-cm-from-one-of-the-charges-in-air-is","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/physics\/the-electric-field-intensity-due-to-a-dipole-of-length-10-cm\/","title":{"rendered":"The electric field intensity due to a dipole of length 10 cm and having a charge of 500 \u03bcC, at a point on the axis at a distance 20 cm from one of the charges in air, is"},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":"The electric field intensity due to a dipole of length 10 cm and having a charge of 500 \u03bcC, at a point on the axis at a distance 20 cm from one of the charges in air, is","custom_permalink":"question\/physics\/the-electric-field-intensity-due-to-a-dipole-of-length-10-cm\/"},"categories":[],"acf":{"question":"<p>The electric field intensity due to a dipole of length 10 cm and having a charge of 500 \u03bcC, at a point on the axis at a distance 20 cm from one of the charges in air, is<\/p>","options":[{"option":"<p>6.25 x 10<sup>7<\/sup> N\/C<\/p>","correct":true},{"option":"<p>9.28 x 10<sup>7<\/sup> N\/C<\/p>","correct":false},{"option":"<p>13.1x11<sup>11<\/sup> N\/C<\/p>","correct":false},{"option":"<p>20.5 x 10<sup>7<\/sup> N\/C<\/p>","correct":false}],"solution":"<p><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtext>&nbsp;We know,&nbsp;<\/mtext><mi mathvariant=\"normal\">E<\/mi><mo>=<\/mo><mn>9<\/mn><mo>\u00d7<\/mo><msup><mn>10<\/mn><mn>9<\/mn><\/msup><mo>\u00b7<\/mo><mfrac><mrow><mn>2<\/mn><mi>pr<\/mi><\/mrow><msup><mfenced><mrow><msup><mi mathvariant=\"normal\">r<\/mi><mn>2<\/mn><\/msup><mo>-<\/mo><msup><mi mathvariant=\"normal\">l<\/mi><mn>2<\/mn><\/msup><\/mrow><\/mfenced><mn>2<\/mn><\/msup><\/mfrac><\/math><\/p><figure class=\"image\"><img src=\"data:image\/png;base64,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xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><mtable columnalign=\"right center left\" columnspacing=\"0px\"><mtr><mtd><mtext>&nbsp;where&nbsp;<\/mtext><mi mathvariant=\"normal\">p<\/mi><\/mtd><mtd><mo>=<\/mo><\/mtd><mtd><mfenced><mrow><mn>500<\/mn><mo>\u00d7<\/mo><msup><mn>10<\/mn><mrow><mo>-<\/mo><mn>6<\/mn><\/mrow><\/msup><\/mrow><\/mfenced><mo>\u00d7<\/mo><mfenced><mrow><mn>10<\/mn><mo>\u00d7<\/mo><msup><mn>10<\/mn><mrow><mo>-<\/mo><mn>2<\/mn><\/mrow><\/msup><\/mrow><\/mfenced><mo>=<\/mo><mn>5<\/mn><mo>\u00d7<\/mo><msup><mn>10<\/mn><mrow><mo>-<\/mo><mn>5<\/mn><\/mrow><\/msup><mi>Cm<\/mi><\/mtd><\/mtr><mtr><mtd><mi mathvariant=\"normal\">r<\/mi><\/mtd><mtd><mo>=<\/mo><\/mtd><mtd><mn>25<\/mn><mo>&nbsp;<\/mo><mi>cm<\/mi><mo>=<\/mo><mn>0<\/mn><mo>.<\/mo><mn>25<\/mn><mo>&nbsp;<\/mo><mi mathvariant=\"normal\">m<\/mi><mo>,<\/mo><mi mathvariant=\"normal\">l<\/mi><mo>=<\/mo><mn>5<\/mn><mo>&nbsp;<\/mo><mi>cm<\/mi><mo>=<\/mo><mn>0<\/mn><mo>.<\/mo><mn>05<\/mn><mo>&nbsp;<\/mo><mi mathvariant=\"normal\">m<\/mi><\/mtd><\/mtr><mtr><mtd><mi mathvariant=\"normal\">E<\/mi><\/mtd><mtd><mo>=<\/mo><\/mtd><mtd><mfrac><mrow><mn>9<\/mn><mo>\u00d7<\/mo><msup><mn>10<\/mn><mn>9<\/mn><\/msup><mo>\u00d7<\/mo><mn>2<\/mn><mo>\u00d7<\/mo><mn>5<\/mn><mo>\u00d7<\/mo><msup><mn>10<\/mn><mrow><mo>-<\/mo><mn>5<\/mn><\/mrow><\/msup><mo>\u00d7<\/mo><mn>0<\/mn><mo>.<\/mo><mn>25<\/mn><\/mrow><msup><mfenced close=\"}\" open=\"{\"><mrow><mo>(<\/mo><mn>0<\/mn><mo>.<\/mo><mn>25<\/mn><msup><mo>)<\/mo><mn>2<\/mn><\/msup><mo>-<\/mo><mo>(<\/mo><mn>0<\/mn><mo>.<\/mo><mn>05<\/mn><msup><mo>)<\/mo><mn>2<\/mn><\/msup><\/mrow><\/mfenced><mn>2<\/mn><\/msup><\/mfrac><\/mtd><\/mtr><mtr><mtd>&nbsp;<\/mtd><mtd><mo>=<\/mo><\/mtd><mtd><mn>6<\/mn><mo>.<\/mo><mn>25<\/mn><mo>\u00d7<\/mo><msup><mn>10<\/mn><mn>7<\/mn><\/msup><mo>&nbsp;<\/mo><mi mathvariant=\"normal\">N<\/mi><mo>\/<\/mo><mi mathvariant=\"normal\">C<\/mi><\/mtd><\/mtr><\/mtable><\/math><\/p>","subject":""},"yoast_head":"<!-- This site is optimized 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