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Madhyamik Maths Hyperlinks
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01-Contact me 02-New
Maths Question Paper Pattern for 2009 Exam
03-Factorise
How to Prepare for Madhyamik Exams
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Instructions to the Examinees for MATHEMATICS As per guidelines of the
WBBSE
01)
Do everything nicely, neatly, with proper attention in the answer script.
From the very first page try to impress the examiner by your beautiful
presentation.
02)
Remember, you are not present in front of the examiner to explain your
answers. Hence your answers should be self-explanatory.
03) In the
answer script make a margin of 1 inch to the left for the examiner and a
margin of 2 inches to the right for your rough work. Never do your rough
work in the left margin.
04) Rough work is very important. Give proper attention to that. If your rough work is
correct but the main work is wrong you get full marks.
05) While copying the data from the question paper be very very careful. Don’t be a
victim of
“Copied Wrong”
06) If you
cancel an answer by striking it, make a new answer taking a new space and
never inter-mix with the old one.
07)
NEVER
OVERWRITE. Write afresh.
08) While
doing a sum never turn back or side to listen to other students. It deviates
your concentration and you commit
“careless mistakes” which is very
dangerous. Even by knowing the sum well, you lose marks which is not
desirable.
09) As per
present guidelines, whatever you do, you get some marks. So don’t be
disappointed.
10) Many
students forget to give the sum nos. Examiners may penalize you by deducting
1 mark each. Be alert. Suppose a particular sum No. 2 has three sections :
a, b, c.
Give the numbers as :
2(a), 2(b), 2(c) and not as 2(a), (b), (c).
11) Always
write the answer separately and distinctly.
12) In
Objective, be alert about two values with signs.
Do the
calculations in the Answer Script on the main body itself and not on the
right side as other rough works.
13) In
Algebra, while taking common be very cautious, about
“ bracket ” and “–”
sign.
14) In
Graph, define the axes, origin and unit first. Write as : Let X /OX and YOY
/ be the x-axis and y-axis respectively intersecting perpendicularly at
origin O. The length of a side of a smallest square is taken as unit in the
graph paper.
In
“ solve
graphically ” question don’t write as “ Point of intersection is (3, 5)”.
Write as : From the graph we find that the given lines intersect at P (3,5).
Hence the solution of the given equations are x = 3 and y = 5.
15) In
Arithmetic, statement is very important. They should be grammatically
correct and meaningful. Only doing the calculations and getting the correct
answers is not enough. If your statements are wrong,
you get no credit.
You can get
Model solution for Partnership, Rule of Three, Motion Graph from me.
16) In
Geometry, logic should be given within [ ] brackets. E.g., ABC = BCD
[alternate angles] OR ABC DEF [ by SAS congruency].
Try to draw
the figures accurately with sharp pencil, truly representative of the given
data.
If you can
not solve a Rider, draw the figure cleanly, you get 1 mark, write the items
“Given” and “RTP”,
again you get 1 mark.
17) In Mensuration, be very very careful about the “ units ”. Different units are
given in the same sum. Don’t forget to convert them to same unit before
calculations start.
18) In
Trigonometry, never do like this : sin
a
= sin 60O, so,
a = 60O.
19) Revise
the copy starting from the cover page, Registration No, Copying sums from
the question Papers.
20) Never
leave the exam hall before time. Revise the doubtful answers once again.
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