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Matrix Inverses and Determinants Date Period

V C2d0s1T6y zKwuFtxaE mSyoqfftKwBaorkeR H LAZlulO OrxiMg\hat_sY S wMcajdFen swCiytNho wIonufPiCnEi]tYeg SPrrdecc[ by Kuta Software LLCKuta Software - Infinite PrecalculusMatrix Inverses and DeterminantsName_____Date_____ Period____-1-Evaluate each ) 2) 3) 4) 5) 6) 7) 8) For each Matrix state if an inverse ) 10) c m2c0h1u6x cKnu_tAaS nSkobfOtCwTaSrgeA ] T TArlllu irZi\g]hxtDs[ f `MaawdZeZ AwZiYtQhx GIUnaf`ixnHiGtneB OPtrdeLcPaWltc`uEl] by Kuta Software LLC-2-Find the inverse of each ) 12) 13) 14) For each Matrix state if an inverse ) 16) Find the inverse of each ) 18) Critical thinking questions:19) For what value(s) of x does the Matrix M have an inverse ? M x x 20) Give an example of a 3 3 Matrix that has adeterminant of . q Q2h0F1t6t lKhu^tnae uSeo`fEtHwRa^ryeF z aAFlWlI IryipgwhqttsD Z ^MWaxdaeK BwAiMt_hN ^IQndfCionXiVthem NPfr` by Kuta Software LLCKuta Software - Infinite PrecalculusMatrix Inverses and DeterminantsName_____Date_____ Period____-1-Evaluate each ) 2) 3) 4) 5) 6) 7) 8) For each Matrix state if an inverse ) No10) Ye s k d2U0Z1i6O SKIumt_aj ISEovfnt_wlaarXeA J KAJlLlG Br^iMgvhhtfsB mrbeWsveBrtv_e^d\.

©c m2c0h1u6x cKnu_tAaS nSkobfOtCwTaSrgeA ]LWLjCa.N T TArlllu irZi\g]hxtDs[ brfeescelrdvTeidj.H f `MaawdZeZ AwZiYtQhx GIUnaf`ixnHiGtneB OPtrdeLcPaWltc`uEl]uMsW.

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  Date, Periods, Inverse, Period date

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Transcription of Matrix Inverses and Determinants Date Period

1 V C2d0s1T6y zKwuFtxaE mSyoqfftKwBaorkeR H LAZlulO OrxiMg\hat_sY S wMcajdFen swCiytNho wIonufPiCnEi]tYeg SPrrdecc[ by Kuta Software LLCKuta Software - Infinite PrecalculusMatrix Inverses and DeterminantsName_____Date_____ Period____-1-Evaluate each ) 2) 3) 4) 5) 6) 7) 8) For each Matrix state if an inverse ) 10) c m2c0h1u6x cKnu_tAaS nSkobfOtCwTaSrgeA ] T TArlllu irZi\g]hxtDs[ f `MaawdZeZ AwZiYtQhx GIUnaf`ixnHiGtneB OPtrdeLcPaWltc`uEl] by Kuta Software LLC-2-Find the inverse of each ) 12) 13) 14) For each Matrix state if an inverse ) 16) Find the inverse of each ) 18) Critical thinking questions:19) For what value(s) of x does the Matrix M have an inverse ? M x x 20) Give an example of a 3 3 Matrix that has adeterminant of . q Q2h0F1t6t lKhu^tnae uSeo`fEtHwRa^ryeF z aAFlWlI IryipgwhqttsD Z ^MWaxdaeK BwAiMt_hN ^IQndfCionXiVthem NPfr` by Kuta Software LLCKuta Software - Infinite PrecalculusMatrix Inverses and DeterminantsName_____Date_____ Period____-1-Evaluate each ) 2) 3) 4) 5) 6) 7) 8) For each Matrix state if an inverse ) No10) Ye s k d2U0Z1i6O SKIumt_aj ISEovfnt_wlaarXeA J KAJlLlG Br^iMgvhhtfsB mrbeWsveBrtv_e^d\.

2 N w cMsapdeeI FwsiotChH dIinBfDi`nqirtLe^ _PwrgePc_a` by Kuta Software LLC-2-Find the inverse of each ) 12) 13) 14) For each Matrix state if an inverse ) Ye s16) Ye sFind the inverse of each ) 18) Critical thinking questions:19) For what value(s) of x does the Matrix M have an inverse ? M x x All values except and 20) Give an example of a 3 3 Matrix that has adeterminant of . Create your own worksheets like this one with Infinite Precalculus. Free trial available at


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