Kuiz 3 (Pembezaan Pengamiran)
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Transcript of Kuiz 3 (Pembezaan Pengamiran)
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8/17/2019 Kuiz 3 (Pembezaan Pengamiran)
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MALAYSIAN INSTITUTE OF TECHNOLOGY
ACADEMY
KURIKULUM STANDARD KOLEJ
VOKASIONAL
MATEMATIK UNTUK TEKNOLOGI
KUIZ 3MODUL MATEMATIK UNTUK TEKNOLOGISEMESTER 4BAB DAN TAJUK 4 – PEMBEZAAN DAN PENGAMIRAN
STANDARD
PEMBELAJARAN
10.1 Apply the concept of first derivative of polynomial functions
to solve problems.
10.2 Apply the concept of indefinite integral to solve problems.
KRITERIA
PENCAPAIAN10.1.1 Determine the first derivative of the function y = ax n
using formula.
10.1.2 Determine value of the first derivative of the function
y = ax n for a given value of x .
10.1.3 Determine first derivative of a function involving
addition and/or subtraction of algebraic terms.
10.1.4 Determine the first derivative of a product of to
polynomials.
10.1.! Determine the first derivative of a "uotient of to
polynomials.
10.2.1 Determine integrals by reversing differentiation.
10.2.2 Determine integrals of ax n# here a is a constant
and n is an integer#
n $ %1.
10.2.3 Determine integrals of algebraic e&pressions.
10.2.4 'ind constants of integration# c # in indefinite
integrals.
10.2.! Determine e"uations of curves from functions of
gradients.
10.2.( Determine by substitution the integrals of
e&pressions of the form
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)ax * b+n# here a and b are constants# n is an integer and
n $%1.
NO. KOD AMT 409 Page: 1 of 4
NAMA TARIKH:
KELAS
TAJUK : PEMBEZAAN DAN PENGAMIRAN
NO. KOD AMT 409 Page: 2 of 4Car !e"#e$aa% !er&a"a #ag f'%g( #er)'&:
1) y = * x*
+1 markah,
2) y = 4 x2 + 2 x3
+2 markah,
3) y = x2 -2+5 x2.
+* markah,
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4) y = (3 x2 − 1. -4 x+5 .
+4 markah,
NO. KOD AMT 409 Page: * of 4
Tentukan pengamiran bagi yang berikut:
5) ∫5 x2dx +1
markah,
6) ∫ (3 x3+5 x )dx +2
markah,
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7) ∫ 1
(1−3 x )3 dx
+* markah,
NO. KOD AMT 409 Page: 4 of 4
8) Diberidy
dx=3− x2
dan y = 0 apabila x = 1. Cari y dalam sebutan x. +4
markah,
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KOMEN PENILAI:
ASSESSOR COMMENT:
/////////////////////////
Ta%a&a%ga% Pe%a
Assessor Signature
Na"a: ////////////////////////////
Name:
Tar): //////////////////////
Date:
