![]() All of these terms are LIKE TERMS-the same VARIABLE raised to the same POWER .9x 3x 9x 7x -x x ![]() All of these terms are LIKE TERMS-the same VARIABLE raised to the same POWER .8x3 5x3 -3x3 7x3 2x3 -x3 ![]() All of these terms are LIKE TERMS-the same VARIABLE raised to the same POWER 5ax3 ax3 4ax3 2ax3 S 6ax3 -ax3 S ![]() Click the pair of LIKE TERMS -d 4a 3a 2b 4e 3c ![]() Click the pair of LIKE TERMS 4ab ac -3c ab -e a2 ![]() Click the pair of LIKE TERMS x2y 4y 5xy xy2 3x2 xy ![]() xy2 4y2 Click LIKE TERMS ALL -y2 5x x2y 3y2 ![]() a5 4 Click LIKE TERMS ALL 5 a -1 a4 ![]() Enter the missing POWERS so that ALL terms are ALIKE 4x3 -x .8x3 9x3 -6x3 5x ![]() Enter the missing VARIABLE(S)so that ALL terms are ALIKE 4ax3 7 3 .8ax3 3 2 x3 -ax3 ![]() ![]() To make LIKE TERMS easy to find, variables are written alphabetically. So, pbj/jpb is expressed as: Peanut Butter & Jelly and Jelly & Peanut Butterare LIKE TERMS (same "variables", same "powers") pbj jpb ![]() Click the PAIR of LIKE TERMS(Same variables with same powers) c2 d2 7d cd 8c dc ![]() ALL aba abc of these terms are LIKE TERMS bac EXCEPT: bca cab cba ![]() ![]() ![]() ![]() 9v2 -v Match each term below with its LIKE TERM partner -v2 ? .8v ? 2a2v 3av2 3a2v ? 2av2 ? ![]() |