BIOLOGYi11100 (A GUARANTEED)

BIOLOGYi11100 (A GUARANTEED) BIOLOGYi11100 MULTIPLEiCHOICE. iChooseithe ione ialternativeithatibesticompletes ithe istatementiorianswers ithe iquestion. Findithe irelativeiextremaiofithe ifunction, iifitheyiexist. 1)if(x)i= ix 2 i -i8x i+ i18 A) Relativeiminimumiati(4,i2) B) Relativeimaximumiati(2,i4) C) Relativeimaximumiati(4,i2) D) Relativeiminimumiati(2,i4) iAnswer: iA 2)if(x)i= i2x2 i+ i20x i+ i53 A) Relative iminimumiati(-5,i3) B) Relative imaximumiati(5,i-3) C) Relative iminimumiati(-3,i5) D) Relative iminimumiati(3,i-5) iAnswer: iA 3)is(x)i= i-x 2i -i12x i-i27 A) Relative imaximumiati(-12,i-27) B) Relative imaximumiati(-6,i9) C) Relative imaximumiati(6,i9) D) Relativeiminimumiati(12,i-27) iAnswer: iB 4)if(x)i= i-7x2i -i2x i-i2 A) Relative iminimumiat i1 i , i13 7 7 B) Relative imaximumiat -i 1i , i-i 13 7 7 C) Relative imaximumiat -7, i-i 13 7 D) Relative imaximumiat 1i , i 13 7 7 Answer: iB 5)if(x)i= i0.4x2 i -i2.9x i+ i5.8 A) Relativeiminimumiati(3.625,i0.54375) B) Relativeimaximumiati(3.625,i0.54375) C) Relative iminimumiati(-3.625,i21.56875) D) Relativeiminimumiati(3.625,i0) iAnswer: iA 6)if(x)i= ix 3 i -i3x2 i+ i1 A) Relativeimaximumiati(-2, i-19); irelative imaximumiati(0,i1) B) Relative imaximumiati(0, i1); irelative iminimumiati(2,i-3) C) Relative imaximumiati(2,i-3) D) Relativeiminimumiati(0, i1); irelativeimaximumiati(2, i-3) iAnswer: iB 1 FullidownloadiallichaptersiinstantlyipleaseigoitoiSolutionsiManual, iTestiBankisite:2 7)iy i= ix 3 i -i3x2 i+ i7x i-i10 A) Relative imaximumiati(2,i6) B) Relative iminimumiati(1,i6) C) Relative imaximumiati(-1, i6) D) Noirelativeiextremaiexist iAnswer: iD 8)if(x)i= ix 3 i -i12x i+ i4 A) Relative imaximumiati(5, i69); irelative iminimumiati(-3,i13) B) Relative imaximumiati(5, i69); irelative iminimumiati(2,i-12) C) Relative iminimumiati(-2, i20); irelative imaximumiati(2,i-12) D) Relativeimaximumiati(-2, i20); irelativeiminimumiati(2,i-12) iAnswer: iD 9)if(x)i= i-4x3i+ i4 A) Relative imaximumiati(0,i-4) B) Relativeimaximumiati(0,i4) C) Relativeiminimumiati(0,i4) D) Noirelativeiextremaiexist iAnswer: iD 10)if(x)i= i 2 i x 3 i+ i 1 i x 2 i -i21x i+ i2 3 2 A) Relative imaximumiat - 7i , i1273 i ; irelative iminimum iat 7i , i-i 883 2 24 2 24 B) Relative imaximumiat C) Relative imaximumiat 3, i-i 77 2 - 7 i , i1273 i ; irelative iminimumiati3, ii77 2 24 2 D) Relative imaximumiati-3, i103 i ; irelative iminimumiat 7i , i-i 883 2 Answer: iC 2 24 11)if(x)i= i3x4 i+ i16x3 i+ i24x2 i+ i32 A) Relative iminimumiati(-2, i48), irelative imaximumiati(0,i32) B) Relative iminimumiati(0,i32) C) Relative imaximumiati(-2, i48), irelative iminimumiati(0,i32) D) Relative iminimumiati(-2,i48) iAnswer: iB 12)if(x)i= ix 4 i -i8x2 i+ i6 A) Relative imaximumiati(2, i-10); irelative iminimumiati(-2,i-10) B) Relativeiminimumiati(0, i6); irelative imaximaiati(2, i-10), i(-2, i-22) C) Relative imaximumiati(0, i6);irelative iminimumiati(2, i-10) D) Relativeimaximumiati(0, i6); irelative iminimaiati(2, i-10), i(-2, i10)iAnswer: iD3 13)if(x)i= ix 3 i -i5x4 A) Relative imaximumiati(0,0); irelativeiminimaiatii3 i , ii27i andi3 i , i27 i B) Relative imaximumiat i3 i , i 27 i i32000 20i i32000 C) Relative imaximumiat i i3 i , i27 i ; irelative iminimumiati(0, i0) 20i i32000 D) Relative iminimumiatii3 i , ii27 i ; irelativeimaximumiati(0, i0) 20 6400 Answer: iB 14)if(x) i= x 2 i+ i1 x2 A) Noirelative iextremaiexist B) Relative imaximumiati(-1, i2); irelative iminimumiati(1,i2) C) Relative imaximumiati(0,i1) D) Relativeiminimumiati(0,i1) iAnswer: iA 15)if(x)i= i i i i 4 x 2i -i1 A) Noirelative iextremaiexist B) Relative iminimumiati(0,i-4) C) Relative imaximumiati(0,i4) D) Relative imaximumiati(0,i-4) iAnswer: iD 16)if(x) i= i i i i-6i x 2 i+ i1 A) Relative imaximumiati(0,i-6) B) Relative iminimumiati(0,i-6) C) Relative imaximumiati(0,i6) D) Noirelativeiextremaiexist iAnswer: iB