BIOLOGYi11100 (A GUARANTEED)
BIOLOGYi11100
MULTIPLEiCHOICE. iChooseithe ione ialternativeithatibesticompletes ithe istatementiorianswers ithe iquestion.
Findithe irelativeiextremaiofithe ifunction, iifitheyiexist.
1)
...
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
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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
20 6400 20i32000
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
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