{"id":556830,"date":"2023-05-12T23:48:54","date_gmt":"2023-05-12T18:18:54","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/question\/which-of-the-following-is-a-linear-equation-in-one-variable\/"},"modified":"2025-06-26T17:47:08","modified_gmt":"2025-06-26T12:17:08","slug":"which-of-the-following-is-a-linear-equation-in-one-variable","status":"publish","type":"questions","link":"https:\/\/infinitylearn.com\/surge\/question\/mathematics\/which-of-the-following-is-a-linear-equation-in-one-variable\/","title":{"rendered":"Which of the following is a linear equation in one variable?"},"content":{"rendered":"","protected":false},"author":1,"template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"","_yoast_wpseo_metadesc":"Which of the following is a linear equation in one variable?","custom_permalink":"question\/mathematics\/which-of-the-following-is-a-linear-equation-in-one-variable\/"},"categories":[],"acf":{"question":"<br><span>Which of the following is a linear 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