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R@EDUCE THE RESULCOMMON DENOMINATOR@. 5Lz )NW@Eyɨ@ _) ō`X@LQ@R@L߀R@ ۃ R&@/LR@Q@ ۃ R&@%@T@ ۃ rR%@T@R@Q@L߀Q@R@%@U@ ۃ rR%@U@L߀Q@U@ ۃ rR%@U@R@T@ ۃ rR%@T@Q@R@ ۃ rR%@Q@R@S@T@U@ ۃ RX@ R%@V@΢x YEASY WAY TO FIND A COMMON DENOMINATOҢ YIS TO MULTIPLY THE NUMERATOR ANĢ YDENOMINATOR OF THE ONE FRACTION B٢ YTHE DENOMINATOR OF THE OTHER ANĢ YVICE@-@VERSA@. (NOTE: T@HIS METHOĢ YWILL NOT ALWAYS RESULT IN THE LEASԢ YANĢH YAND MULTIPLY THE SMALLER FRACTION@'@ӢP YDENOMINATOR AND NUMERATOR BY THE NUM@-@X YBER OF TIMES THE SMALLER DENOMINATOҢ` YGOES INTO THE LARGER DENOMINATOR@h Y3. I@F ONE DENOMINATOR CANNOT BŢp YEVENLY DIVIDED BY THE OTHER@,@ AOMMON DENOMINATOR@ Y1. I@F THE DENOMINATORS ARE THE SAME@ Y@THEN THE FRACTIONS ALREADY HAVE ( YCOMMON DENOMINATOR@0 Y2. I@F ONE OF THE DENOMINATORS CA΢8 YBE DIVIDED EVENLY INTO THE OTHER THE΢@ YLEAVE THE LARGER FRACTION ALONE ORS@P Y4. P@LACE THE RESULT OVER THŢX YCOMMON DENOMINATOR@` Y5. 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