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10.4 - 10.4 AddingI SubtractingI and Multiplying Radical...

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Unformatted text preview: 10.4 AddingI SubtractingI and Multiplying Radical Expressions Rules in the previous section allowed us to split radicals that had a radicand which was a product or a quotient. We can NOT split sums or differences ma... \ W #WJ’? mug—,2; J” -.—. \JT-Jg‘ In previous'chapters, we’ve discussed the concept of "like” terms. These are terms with the same variables raised to the same powers. They can be combined through addition and subtraction. Similarly, we can work with the concept of ”like” radicals to combine radicals with the same radicand. Like radicals are radicals with the same index and the same radicand. Like radicals can also be combined with addition-or subtraction by using the distributive property. .- Q 2_ Q X 5+35x «axlj X13 +3>ilj ~ZK‘thT—> XELH’BFZ) Examples: Simplify J3 + 7J— = <ng —\/fi+x/l—2—3J§ ”51.127 +34"? _, 343 3/67!+«{/1_4—9 “if? ”9. [email protected]+x 5x r—~ r: 3 [3)XJ5’X +2<an 9xJ§+ [NEX 6:557) XJW (0‘4 ._..—---—‘_ #6) aJE—ci , Bjtab" +J98 QJaéél "' BJ‘abfi'g— ’IL'JZEQ'Z- QM—PBXS’X ,. 4 4 51km: — 305345 + THE, 10f7'; —- I6J?+ 1H3. 41:61) JfibnggEB +JlPCH93 5:9) ééfirl) 3mg; .— gw’g + '4ng 4%?) (r 6y riadax) ¢rijfl% é}, @W —3\]37) f ,m fingmfia ml 59:): 4’ 9,21 +£qu2 0L ,_ 15X ~32<J7E~__ amafiépm BK’LSNW ax+é fl aJ'ZT+5~ :1) (97+!) ($133“? ,__, __ wwwvfi «st wad” J7 4;: XSVLer/FJZZ WW4” X+| 4”?) QJE+ 3J3 + m1; +\)J2_ 51(2333 + 343 in)"; + 34?? f—‘f‘ 15d} C! \3 -+€1[3)Q3 + 2J3 +éd§ +215 ...
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