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Author Topic: 2013/2014 WAEC WASSCE Mathematics Maths Objectives OBJ Theory Essay Questions And Answers  (Read 48991 times)

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Offline MEGAX

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2013 WAEC WASSCE Mathematics/Maths Objectives OBJ, Theory & Essay, Real Questions & Answers

NOTE: The Below Answers was posted @ EarlyFace Examination Room for Only Registered members during The Exam. You must first Register Or Login as an EarlyFace member to be able to gain access any of the Links in Order to get this 2013/2014 Real WAEC Questions And Answers Free Of Charge.

LINK: http://www.earlyface.com.ng/index.php?action=ezportal;sa=page;p=4

Quote
NOTE THAT:
rpt Means Raise to Power.
pie is pie sign.
sq means power 2.
* means multiply
# means Naira

MATHEMATICS:

(1a)
(27/8)+(13/8)=(40/8) ,
3/4*5/1=15/4, 
17/8-3/2=5/8, 
(15/4)/(5/8)=15/4*8/5 =6 

(1b.) log 1.125=log 1125/1000 =log9/8, 
log10 rtp 9/8=log10rtp9-log10rtp8=log10rtp3rtp2-log10rtp2rtp3 ,
2log10rtp3-3log10rtp2 =2*04771 -3*0.3010=0.0512.
 
PLS NOTE THAT rtp means Raise to Power.
And * means multiply.

(2a)
7x+4< 1/2(4x+3)
=(7x+4)/1 < (4x+ 3)/2
=2(7x+4) < (4x+3)
= 14x+8 < 4x+3
=14x-4x < 3-8
=10x/10 < -5/10
=x< -1/2
= x>-1/2
 
(2b)
Sale,,sunday,shaka=1100
There various ratio= 3:2:1 =6
Thaka's share: 1/6*1100 = 183.33 naira

(3b)
(x+y+z)/3 =6 -------(eqn 1)
 
 (x+y+z+t+u+v+w)/6=9
18+t+u+v+w=54
t+u+v+w=36
mean=36/4=9

(4) Area=154cm rtp3,
Arc of a circle =pie r sq,
154=(22/7)*r sq,
154*7=22r sq,
1078=22r sq,
r sq=(1078)/(22),
r=sq rut 49=7cm.
Let x=size of angle,
sectors=x +x=2x,
3(2x)=6x,
2x+6x=360,
8x=360,
x=360/8=45.,
3rd <=6*45=270,
lenght of arc=(270)/(360)*2*22/7*7=(83160)/(2520)=33.,
lenght=33cm,
perimetre=7cm+7cm+33cm=47cm

(5a)
draw diagram

(5b)
6^2 + 3^2 =L^2
36+9=L^2
L=sqrt(45)= 6.7m
tita = tan tita=3/6
tan (tita)=0.5
tita= tan^-1 0.5
tita= 26.57 degree.

(6ai) If P>Q, and P+Q=3(p-q) -> p+q=3p-3q,
P+q=3p-3p,
3q+q=3p-p,
4q=2p, 
4q/2=2p/2 => p=2q 
 
(6aii)Evaluate p2 +q2/pq=(2q)2+q2/(2q)(q), 
=>4q2+q2/2p2=5q2/2q2=5/2

(6b)selling price(sp)=25 at #66 of 100 pieces. 
=>(25*#66)*4=#6600/25=264 (% profit)=32%, 
if at 2o for #50, 
=>(20*50)*5/20, 
=>#250
.: %profit=profit/c.p*100, 
32=profit/c.p*100, 
32=s.p-c.p/c.p*100, 
32=100=264-c.p/c.p, 
32cp=26400-100cp
C.p=cost price, 
At 20 for #50. 
=s.p-c.p=#250-#200=#50. 
%gain=s.p-c.p*100, 
%gain=#50/#200*100=25/4.

(8a)
(3-x),6,(7-5x)
g.p. r70
6/3-x=7-5x/6
36=(3-x)(7-5x)
36=(3-x)(7-5x)
36=21-15x-7x+5x^2
36=21-22x+5x^2
5x^2-22x-15=0
x(5x+3)-5(5x+3)=0
(x-5)(5x+3)=0
x=5 or x=5/3
x=5 or -5/3
NOTE:
^ Means Raise to power.

(8b) 
Draw a trapezium with ABCD 
ADC=tita 
sin tita=3/6 
sin^-1(1/2)=0.5 
tita=sin^(-1)= 30degree

(10a) 
r=3/2l 
l=2rsin tita/2 
p=perimeter of rectangle- periemeter of semi circle 
p of rectangle = 
2(12+220 
P=PIE R+ pie*(3/2)*2sin (tita/2) 
tita=39 degree 
perimeter of semi circle= 
22/7*(7) 
perimeter of entire shape= 
22+12+12+5+3+22 
=76CM

(10b) 
3/(sqr rut 3)(2/(sqr rut 3)-(sqr rut 12)/6) 
6/3-1/2(sqr rut 12/ sqr rut 3) 
2-1/2*sqr rut4= 2-2/2= 
=1

(11.) 
r=6/3-x=6/3-5=-6/2=-3
but r>0,
6/(3+5/3)
=6/(14/3)
6*3/(14)=18/14=9/7

(13a)
draw the diagram of a lader against the wall
|_\
 
(13b)
 
sin37=5/x
x=5/sin37
x=5/0.6018
x=8.31metre

(13c)
we av to first get the distance of ladder frm the ground ising sohcahtoa
 
8.31^2=y^2+5^2
y=sqr rut (8.31^2-5^2)
y=sqr rut(69.06-25)
=sqr rut (44.6)=6.63
if the ladder is moved 2m then y-2
=6.63-2
=4..63
using sohcahtoa
cos x=4.63/8.31
x=cos^-1(0.5571)
x=54.75 degree.

MATHEMATICS OBJ:
Verified Maths OBJ:
1-10: cbdccdbbcd
11-20: caacabacdd
21-30: ddaccbacda
31-40: bbcddaacdc
41-50: abbabbccab

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