{"id":420181,"date":"2023-01-13T00:11:51","date_gmt":"2023-01-12T18:41:51","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/the-following-results-were-obtained-by-a-scientist-who-crossed-the-f1-generation-of-pure-breeding-parents-for-round-and-wrinkled-seeds-from-these-results-it-can-be-concluded-that-th\/"},"modified":"2025-06-20T15:11:00","modified_gmt":"2025-06-20T09:41:00","slug":"the-following-results-were-obtained-by-a-scientist-who-crossed-the-f1-generation-of-pure-breeding-parents-for-round-and-wrinkled-seeds-from-these-results-it-can-be-concluded-that-th","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/biology\/the-following-results-were-obtained-by-a-scientist-who-cross\/","title":{"rendered":"The following results were obtained by a scientist who crossed the F1 generation of pure breeding parents for round and wrinkled seeds.\u00a0\u00a0\u00a0From these results, it can be concluded that the actual number of round seeds he obtained was :"},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":"The following results were obtained by a scientist who crossed the F1 generation of pure breeding parents for round and wrinkled seeds.\u00a0\u00a0\u00a0From these results, it can be concluded that the actual number of round seeds he obtained was :","custom_permalink":"question\/biology\/the-following-results-were-obtained-by-a-scientist-who-cross\/"},"categories":[],"acf":{"question":"<p><span><strong>The following results were obtained by a scientist who crossed the F1 generation of pure breeding parents for round and wrinkled seeds.<\/strong><\/span><\/p><figure class=\"image image-style-align-left\"><img 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\"><\/figure><p>&nbsp;<\/p><p>&nbsp;<\/p><p>&nbsp;<\/p><p><span><strong>From these results, it can be concluded that the actual number of round seeds he obtained was :<\/strong><\/span><\/p>","options":[{"option":"<p>1881<\/p>","correct":false},{"option":"<p>22572<\/p>","correct":false},{"option":"<p>2508<\/p>","correct":false},{"option":"<p>5643<\/p>","correct":true}],"solution":"","subject":""},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.9 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>The following results were obtained by a scientist who crossed the F1 generation of pure breeding parents for round and wrinkled seeds.\u00a0\u00a0\u00a0From these results, it can be concluded that the actual number of round seeds he obtained was : - Infinity Learn by Sri Chaitanya<\/title>\n<meta name=\"description\" content=\"The following results were obtained by a scientist who crossed the F1 generation of pure breeding parents for round and wrinkled seeds.\u00a0\u00a0\u00a0From these results, it can be concluded that the actual 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