 2020-2021 StudyChaCha

#1
 Super Moderator Join Date: May 2011 Download Paper for DOEACC B Level Course-Basic Mathematics Exam

Can you give me question paper for DOEACC B Level Course-Basic Mathematics Examination ??

Here I am giving you question paper for DOEACC B Level Course-Basic Mathematics Examination in PDF file attached with it so you can get it easily..

Find the area of region bounded by the parabola y2=4x and its latus rectum.
Find the equation of the tangent to the curve x=cos θ and y=sin θ at θ =
4

Using DeMoivre’s theorem, find the value of
to echelon form and hence find its rank.
(6+6+6)
3.
Solve the following system of equations by Cramer’s rule:
2x + y + z = 7
3x - y – z = -2
x + 2y – 3z = -4
(6+6+6)
B3.2-R3

Find the points of local maxima or local minima, if any, of the function
xx2
xf
Obtain the asymptotes of the curve: (x+y)2=xy2.
Find the vertex and focus of the parabola
y2-4y-2x-8=0

Obtain the Taylor’s series for the function
x2
xf
cos
)( =
at x=0.
d)
Draw the graph of the function
a) i) Examine the validity of the Rolle’s theorem for the function
f(x) = cosx
Find the equation of the circle which touches y-axis and whose center is (1,

Classify the following Conics in terms of parabola, ellipse or hyperbola:
i) x2-3xy+y2+10x-10y+21=0
ii)
22x2-12xy+17y2-112x+92y+178=0

Last edited by Aakashd; March 9th, 2020 at 10:07 AM.

#2
 Super Moderator Join Date: Nov 2011 Re: Download Paper for DOEACC B Level Course-Basic Mathematics Exam

As you want to get question paper of DOEACC B Level Course-Basic Mathematics Exam so here I m giving you same:

Exam Pattern:

A candidate will find 7 questions in this paper and he has to answer 5 out of them.

Question 1 has to be answered by all and from rest 6 questions they can answer any 4 questions of their choice.

Some questions from the question paper

The questions that most frequently feature in the question paper are

1. a) Show that (log x) /x has a maximum value at x = e. Compute the maximum value.

b) If 2θ is the angle between two unit vectors an r and b r, then show that Ia -bI = 2sinθ.

c) Representing the area by integral, find the area of the region bounded by the lines x = 4, y = 1 and x + 4y = 4.

DOEACC B Level Course-Basic Mathematics Exam
Question Paper

__________________
#3
 Super Moderator Join Date: Jun 2013 Re: Download Paper for DOEACC B Level Course-Basic Mathematics Exam

In the given attachment we have given the details about Paper for DOEACC B Level Course-Basic Mathematics Exam. Download Paper for DOEACC B Level Course-Basic Mathematics Exam.pdf (37.5 KB, 8 views)
__________________ Reply to this Question / Ask Another Question