Mathematics for Engineering 1 (FSCT2101)
Electrical and Power Engineering - EPE
Semester: First Semester
Level: 200
Year: 2014
UNIVERSITY OF BAMENDA
HIGHER TECHNICAL TEACHER TRAINING COLLEGE
CONTINUOUS ASSESSMENT
1.
Find the following i)
4√3 + 5
(ii)
(2 + 3)(x + 2 )
(
)
(
2 + 5
)
,
Where = {
(
,
)
: 0 ≤ ≤ 3, 0 ≤ ≤ 1}
2.
i) Demographic studies indicate that t months from now, the population p of a
certain town will
be changing at the rate (6 +
(t))) people per month. If the current population of
the town is 5000, what will be the population 9 months from now?
ii) Sketch the curve y — x(4 — x) and find the area bounded by this curve and the
x-axis
DEPARTMENT:Fundamental Sc. COURSE
INSTRUCTOR:
Tanyu Vivian
MONTH: May COURSE CODE & NUMBER: MAT 122
YEAR: 2014 COURSE TITLE:
Differential Equation and Integral calculus
DATE: 02/05/2014
CREDIT
VALUE:
Three Credits
TIME
ALLOWED: 1 hour
INSTRUCTION: Answer all the Questions
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