If {{MATH_35}} is continuous on {{MATH_36}} and if {{MATH_37}} and {{MATH_38}}, then {{MATH_39}}. {{CMD_40}} {{CMD_41}}True{{CMD_42}} {{CMD_43}}False{{CMD_44}} {{CMD_45}} {{CMD_46}} Since {{MATH_47}} is continuous at 0 we know that {{MATH_48}} so we can use the quotient limit law to evaluate {{MATH_49}}. {{CMD_50}} {{CMD_51}} Let {{MATH_52}} be a positive function with vertical asymptote {{MATH_53}}, then {{MATH_54}}. {{CMD_55}} {{CMD_56}}True{{CMD_57}} {{CMD_58}}False{{CMD_59}} {{CMD_60}} {{CMD_61}} It could be that {{MATH_62}} so that {{MATH_63}} has a vertical asymptote at 5, but {{MATH_64}}. In this case {{MATH_65}} does not exist. {{CMD_66}} {{CMD_67}} {{CMD_68}} {{CMD_69}} {{CMD_70}} {{CMD_71}}