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2020/2021 WAEC/NECO Answers: Neco Gce 2021. Mathematics answers

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OBJ

1-10: DABBABBBAD

11-20: CDBDCCCBBA

21-30: CDABDACCCC

31-40: BCBCABABBC

41-50: DACCCCDBDB

This is actually the Neco Gce 2018. Mathematics answers Answers as questions sent to our subscribers on WHATSAPP, if you are looking for 2020 WAEC/NECO Answers midnight before the exam, try contacting us.


(10)

Draw the triangle 


Hence we have A+B+C = 180

50+80+C = 180

130+C = 180

C = 180 - 130

C = 50


(i)

The bearing of B from C = 90 - 50 = 40°


(ii) 

Bearing of A from B

90+50(alternate angle to A) 

= 140°


(iii) 

Distance between B and C

Using sine rule 

C/sinC = a/SinA

40/sin50 = a/sin50

Cross multiply 

asin50 = 40sin50

a = 40km

Hence distance between B and C = 40km


(iv) 

Using cosine rule 

b²= a²+c² - 2acCosB

where a = 40, c= 40 and B=80

b² = 40²+40² -2*40*40cos80

b² = 1600+1600 - 3200(0.1736)

b² = 3200 - 555.52

b² = 2644.48

b = √2644.48

b = 51.42km


(v)

Height of ΔABC

Draw the triangle 


Area of the triangle 

=1/2acSinB

=1/2*40*40sin80

=800(0.9848)

=787.84km²

Hence 1/2bh=787.84

bh=2*787.84

h=2*787.84/b

h=2*787.84/51.42

h=30.64

=31






(12)

TABULATE:

Marks | frq | c.f | boundary

11-20 | 8 | 8 | 10.5 – 20.5

21-30 | 6 | 14 | 20.5 – 30. 5

31-40 | 10 | 24 | 30.5 – 40.5

41-50 | 12 | 36 | 40.5 – 50.5

51-60 | 8 | 44 | 50.5-60.5

61-70 | 6 | 50 | 60.5 – 70.5


(12b)

DRAW THE CUMULATIVE FREQUENCE CURVE


(12ci)

Medium mark = N + ½

= 50 + 1/2 = 51/2

= 25. 5

= 48


(12cii)

Lower quartile Q1

= ¼ x 50

= 12.5

= 28


(12ciii)

Upper quartile Q2

= ¾ x 50

= 37.5

=53


(12civ)

Both percentile 

70/100 x 50 

= 35

= 50

====================================

(1) 

TABULATE:

No| Log

3081| 3.4887

0.775 | 1.8893

0.456 | 1. 6589

| UNDER Log

| 3.4887

| 1. 5482

| 3.9405

| 0.9851

Square root of 4/3081/0.775.0456

Antilog = 9663

= 9.663

= 2.9






(2a)

1101â‚‚ = 2x + 1

1 x 2² + 0 x 2¹+ 1 x 2º = 2x + 1

8 + 4 + 1 = 2x +1

13 – 2x

X = 12/2 = 6


(2b)

Sin x = 12/13 = 0.9231

Z = sin-¹ 0.9231 = 67.4º

Therefore 3 sin x + ½ cos x

= 3 sin 67.4 + ½ cos 67.4

= 3 x 0.9232 + ½ x 0.3843

= 7.7696 + 0.1921






(3a)

PQ x 90º  [angle in a semicircle]

QPO = 90º - 62 [ angle in a triangle]

= 28º

Therefore POZ = 28º [alternative angles]

(ii)

PXZ = ½ x 28º = 14º [angle at center is twice angle at cirumfeence]


(3b)

6/5 + 3/x+3 – 9/5(x+3)

= 6 (x+3) + 3 (5) – 9/5(x+3)

= 6x + 18 + 15 – 9/5 (x+3)

= 6x + 24/5(x+3) 

= 6(x+4)/5(x+3)






(4a)

1/3(y-1)+2>1/2(2y-1)+1

2y-2+12>6y-3+1

2y-6y>-2-10

-4y>-12

y<3


(4bi)

M=y2-y1/X2-X1

=-1-2/2-3=-3/-1=3


(4bii)

2X+1=X+3

2X-X=3-1

X=2





(6)COMPLETED 

(6)

126y = 86

1 x y² 2 x y¹ + 6 x yº = 86

y² + 2y + 6 = 86

y² + 2y + 6 – 86 = 0

y² + 2y – 80 = 0

y + 10y – 8y – 80 = 0

y (y+10)-8y (y+10) = 0 

y – 8 = 0 or y + 10 = 0

the positive value of y


(6b) Area of triangle = ½ x b x h

Let the Acheal Area = x

Area = ½ x b x h

Base = x – 9x/100 = 93/100

Height = 9x/100 + x = 107x/100

Area = ½ x 93x/100 x 107x/100

=963x/2000

% error = actual Area – wrong/actual area x 100

= x – 963x/2000 /x 100

= 20000x – 963x/20000 x 100

= 19037/20000 x 100

= 95.185%


(6c)

p/100 + 2p + 7 = 11.02 x 100

p + 200p + 700 = 1102

201p = 1102 – 700

201p = 402

P = 402/201

P = N2

P = 200K




(8)

S²â‚ (3x – 1) (x+2) dx

By expansion’

S²â‚ 3x² + 6x – x – 2 dx

S²â‚ 3x² + 5x – 2 dx

By integrating using d formula

Xn+1/n+1

Therefore 3x ²+¹/2+1 + 5x¹+¹/1+1

= 2xº+¹/0+1 + c

Therefore 3x³/3 + 5x²/2 + 2x/1 + c

Therefore x³ + 5x²/2 + 2x

But x = 2 at higher and are at lower by substituting 2 in x than of value of 1

(2)³ + 5/2(2)² + 2(2) – ((1)³ + 3/2(1) + 2 (1)

8 + 5/2 x 4 + 4 – (1 + 5/2 + 2)

8 + 10 + 4 – (3 + 5/2)

22 – 11/2 = = 22-11/2

= 44- 11/2 

= 33/2


(8bi)

T = 2Ï€ square l/g

Dividing both side by 2Ï€

T/2Ï€ = square root of L/g

By squaring both side

(T/2 Ï€)² = (L/g)²

T²/4 Ï€² = l/g

Cross multiplication

gT²/T² = 4Ï€²L/T² 

g = 4Ï€²L/T²


(8bii)

T = (0.4)1/2 = square root of 0.4

L = 0.04   T1 = 3.14

G = 4Ï€²L/T2 

= 4 x (3.14)² x 0.04/(0.4)²

= 4 x 9.8596 x 0.04/0.4 

= 1.578/0.4

g = 3.94




(9a)

2p-q=10.......(1)

3p+q^2=22........(2)

Eq(1) x3 and eq(2) x2

6p-3q=30

6p+2q=44

Subtracting eq(1) from eq(2)

-3q-2q= -14

2q^2+3q= 14

2q^2+3q-14=0

2q^2+7q-4q-14=0

q(2q+7)-2(2q+7)=0

(q-2)(2q+7)=0

q-2=0 or 2q+7=0

q=2 or q= -7/2

Substitute q into eq(1)

2p-q=10

2p-2=10

2p=10+2

2p=12

p=12/2=6

When q= -7/2

2p-q=10

2p-(-7/2)=10

2p+7/2=10

4p+7=10

4p=10-7

4p=3

p=3/4


(9b)

z^2 -25/z^2-9z+20

If Z is undefined 

Z^2-9z+20=0

Using factorization method 

-4z and -5z

Z^2 -4z-5z+20=0

Z(z-4) - 5(z-4)=0

(z-4)(z-5)=0

Z-4=0 or Z-5=0

Z=4 or Z=5

Z=4 or 5

Z is undefined when it is equal to  4 or 5



Answers loading.... 



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For any certificate you seek abroad, you need your high school results. ... The National Examinations Council (NECO) certificate and the General Certificate of Education (GCE) are also accepted at the embassy but in rare occasions. However, your future school may not.
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Lists Of Universities To Study Abroad With WAEC - EASY ...

Can I use Waec GCE to study abroad?

Nigerian students wishing to study abroad with WAEC, NECO or GCE can apply for admission at Brandon University. As a Nigerian or Internationa student seeking admission to study abroad at Brandon University with WAEC can use the link below to apply.
waec expo runs is real. WAEC Answers, NECO ANSWERS and GCE answers comes a night before exam or Hours before exam
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