Notice (8): Use of undefined constant title - assumed 'title' [APP/Controller/UrlsController.php, line 235]Code Context$qsData = json_decode($output)->question;
$metadata = [
title => "Best CAT Coaching In Delhi - " . implode(' | ', $qsData->topic_tags),
$slug = 'cat-quantitative-ability-geometry-triangles--circles-an-isosceles-pqr-with-base-pq-6-cm' $output = '{"success":true,"question":{"_id":"7vdpjtF8jP4fmvTjp","name":"Geo1","common_data":"","questions":[{"type":"MCQ","index":0,"statement":"<p>An isosceles PQR with base PQ = 6 cm, PR = RQ and RPQ = 30° is inscribed in a circle. A small circle touches the bigger circle and also touches the base of the triangle at the mid-point. The radius of the smaller circle (in cm) is:</p>\n\n<p><img alt=\"\" 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\" style=\"width: 250px; margin: 0px; border: 0px solid black; height: 214px;\" /></p>\n","instructions":"","options":[{"index":0,"statement":"<math> <mrow> <mn>2</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\n","is_correct":false,"feedback":""},{"index":1,"statement":"<math> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\n","is_correct":false,"feedback":""},{"index":2,"statement":"<p><math> <mrow> <msqrt> <mn>3</mn> </msqrt> </mrow> </math></p>\n","is_correct":false,"feedback":""},{"index":3,"statement":"<math> <mrow> <mfrac> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> <mn>2</mn> </mfrac> </mrow> </math>\n\n<p> </p>\n","is_correct":true,"feedback":"<p>Correct! We hope that you have used a Pythagorean triplet.</p>\n"}],"num_of_options":4,"num_of_correct_options":1,"correct_response":"{\"<math> <mrow> <mn>2</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":false,\"<math> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":false,\"<p><math> <mrow> <msqrt> <mn>3</mn> </msqrt> </mrow> </math></p>\":false,\"<math> <mrow> <mfrac> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> <mn>2</mn> </mfrac> </mrow> </math>\\n\\n<p> </p>\":true}","feedback":"{\"<math> <mrow> <mn>2</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":\"\",\"<math> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":\"\",\"<p><math> <mrow> <msqrt> <mn>3</mn> </msqrt> </mrow> </math></p>\":\"\",\"<math> <mrow> <mfrac> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> <mn>2</mn> </mfrac> </mrow> </math>\\n\\n<p> </p>\":\"<p>Correct! We hope that you have used a Pythagorean triplet.</p>\"}","general_wrong_feedback":"<p>Whoa! That ain’t right! You can start by using a pythagorean triplet.</p>\n"}],"state":"DRAFT","topic_tags":["CAT","Quantitative Ability","Geometry","Triangles ","Circles"]}}' $islogin = (int) 0 $qsData = object(stdClass) { _id => '7vdpjtF8jP4fmvTjp' name => 'Geo1' common_data => '' questions => array( (int) 0 => object(stdClass) {} ) state => 'DRAFT' topic_tags => array( (int) 0 => 'CAT', (int) 1 => 'Quantitative Ability', (int) 2 => 'Geometry', (int) 3 => 'Triangles ', (int) 4 => 'Circles' ) }UrlsController::question() - APP/Controller/UrlsController.php, line 235 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 499 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 193 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 167 [main] - APP/webroot/index.php, line 118
Notice (8): Use of undefined constant desc - assumed 'desc' [APP/Controller/UrlsController.php, line 236]Code Context$metadata = [
title => "Best CAT Coaching In Delhi - " . implode(' | ', $qsData->topic_tags),
desc => !empty($qsData->common_data) ? substr(strip_tags($qsData->common_data), 0, 200) . '...' : $qsData->questions[0]->statement ? substr(strip_tags($qsData->questions[0]->statement), 0, 200) . '...' : 'Best CAT coaching CAT preparation and Personalised learning with unlimited classes, from Alchemist'
$slug = 'cat-quantitative-ability-geometry-triangles--circles-an-isosceles-pqr-with-base-pq-6-cm' $output = '{"success":true,"question":{"_id":"7vdpjtF8jP4fmvTjp","name":"Geo1","common_data":"","questions":[{"type":"MCQ","index":0,"statement":"<p>An isosceles PQR with base PQ = 6 cm, PR = RQ and RPQ = 30° is inscribed in a circle. A small circle touches the bigger circle and also touches the base of the triangle at the mid-point. The radius of the smaller circle (in cm) is:</p>\n\n<p><img alt=\"\" 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\" style=\"width: 250px; margin: 0px; border: 0px solid black; height: 214px;\" /></p>\n","instructions":"","options":[{"index":0,"statement":"<math> <mrow> <mn>2</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\n","is_correct":false,"feedback":""},{"index":1,"statement":"<math> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\n","is_correct":false,"feedback":""},{"index":2,"statement":"<p><math> <mrow> <msqrt> <mn>3</mn> </msqrt> </mrow> </math></p>\n","is_correct":false,"feedback":""},{"index":3,"statement":"<math> <mrow> <mfrac> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> <mn>2</mn> </mfrac> </mrow> </math>\n\n<p> </p>\n","is_correct":true,"feedback":"<p>Correct! We hope that you have used a Pythagorean triplet.</p>\n"}],"num_of_options":4,"num_of_correct_options":1,"correct_response":"{\"<math> <mrow> <mn>2</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":false,\"<math> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":false,\"<p><math> <mrow> <msqrt> <mn>3</mn> </msqrt> </mrow> </math></p>\":false,\"<math> <mrow> <mfrac> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> <mn>2</mn> </mfrac> </mrow> </math>\\n\\n<p> </p>\":true}","feedback":"{\"<math> <mrow> <mn>2</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":\"\",\"<math> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> </math>\":\"\",\"<p><math> <mrow> <msqrt> <mn>3</mn> </msqrt> </mrow> </math></p>\":\"\",\"<math> <mrow> <mfrac> <mrow> <mn>3</mn><msqrt> <mn>3</mn> </msqrt> </mrow> <mn>2</mn> </mfrac> </mrow> </math>\\n\\n<p> </p>\":\"<p>Correct! We hope that you have used a Pythagorean triplet.</p>\"}","general_wrong_feedback":"<p>Whoa! That ain’t right! You can start by using a pythagorean triplet.</p>\n"}],"state":"DRAFT","topic_tags":["CAT","Quantitative Ability","Geometry","Triangles ","Circles"]}}' $islogin = (int) 0 $qsData = object(stdClass) { _id => '7vdpjtF8jP4fmvTjp' name => 'Geo1' common_data => '' questions => array( (int) 0 => object(stdClass) {} ) state => 'DRAFT' topic_tags => array( (int) 0 => 'CAT', (int) 1 => 'Quantitative Ability', (int) 2 => 'Geometry', (int) 3 => 'Triangles ', (int) 4 => 'Circles' ) }UrlsController::question() - APP/Controller/UrlsController.php, line 236 ReflectionMethod::invokeArgs() - [internal], line ?? Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 499 Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 193 Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 167 [main] - APP/webroot/index.php, line 118
Type : MCQ
An isosceles PQR with base PQ = 6 cm, PR = RQ and RPQ = 30° is inscribed in a circle. A small circle touches the bigger circle and also touches the base of the triangle at the mid-point. The radius of the smaller circle (in cm) is:
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