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Author Topic: 2017/2018 WAEC WASSCE MATHEMATICS Questions And Answer Expo/Runs free  (Read 21216 times)

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Offline JEFFREY96

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Real 2017/2018 WAEC WASSCE MATHEMATICS OBJ Theory Essay Real Questions And Answers  Expo Runs Runz

 ====================
Thursday, 20th April, 2017
General Mathematics (Core) 2 (Essay)  9.30am – 12.00pm
General Mathematics (Core) 1 (Objective) 3.00am – 4.30pm
====================

OBJ question

Theory answer
Like CLICK HERE for the QUESTIONS & ANSWERS.
   
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    Offline son of air

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    ANSWER 3 QUESTIONS ONLY? I cant believe this.

    Offline Wizjikz

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    Can you please pass me the questions

    Offline Justiceudo

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    Pls I will need the theory on my mail. Thank you. Early face the best.

    Offline Akinladey

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    firstly thanks for everything. pls help us with math on time pls, am very grateful for what you have done for us. pls math theory answer.

    Offline JEFFREY96

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    firstly thanks for everything. pls help us with math on time pls, am very grateful for what you have done for us. pls math theory answer.
    12a)
    3y^2-5y+2=0
    y^2 - 5/3y + 2/3=0
    y^2-5/3y=-2/3
    y^2-5/3y+(^-5/6)^2=(-^5/6)^2-2/3
    (y-5/6)^2=25/36-2/3
    (y-5/6)^2=25/-24/36
    (y-5/6)^2=1/36
    (y-5/6)=+sqr1/36
    y=5/6+1/6
    y=5+1/6 or 5-1/6
    y=6/6 or 2/3
    y=1 or 2/3
    12b)
    given
    M N = [2,3 1,4]
    hence
    [1,4 2,3] * [m,n x,y] =[2,3 1,4]
    [m+2n, x*2y]
    [4m+3n, 4x+5y] = [2,3, 1,4]
    therefore
    m+2n=2------(i)
    4m+3n=3------(ii)
    from ------(i)
    m=2-2n
    4(2-2n)+3n=3
    8-8n+3n=3
    8-5n=3
    8-3=5n
    5=5n
    n=1
    hence
    m=2-2(1)
    M=0
    also
    x+2y=1------(i)
    4x+3y=4------(ii)
    from ------(iii)
    x=1-2y
    4(1-2y)+3y=4
    4-8y+3y=4
    y=0
    therefore x=1-2(0)
    x=1
    this N=[i i]
       
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    Offline lordhozai

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    I really appreciate you guys so far for your effort to make us have the beat reault.. .please we really need your help on mathematics sirs.. ..please, we need your help before the math start.. .rhank you

    Offline JEFFREY96

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    Maths obj

    1.CBBCCACBBC
    11.CACBAAACBB
    21.BBADBCCA-B
    31.CBCACBDADB
    41.DDACCCDDCB.
    SECTION A ANS ALL QUESTIONS
    ================================
    1 a)
    (y -1 ) log 4 ^ 10 = ylog 16 ^ 10
    log 4 ^ 10 ( y -1 )= log 16 ^ y 10
    4 ^ ( y -1 )= 16 y
    4 ^ y -1 = 4 ^ 2 y
    y- 1 = 2 y
    -1 = 2 y= y
    -1 = y
    y= -y
    1 b )
    let the actual time for 5 km / hr be t
    for 4 km /hr = 30 mint + t
    4 km /hr =0 . 5 + t
    distance = 4 (0 . 5 + t )
    = 2 * 4 t
    for 5 km /hr , time = t
    distance =5 t
    1 + 4 t = 5 t
    t= 2 hrs
    actual distance = 5 * 2 = 10 km
    ================================
    2a)
    2/3 (3x – 5) – 3/5 (2x – 3) = 3
    (15) x 2/3 (3x – 5) – 3/5 (15) (2x – 3) = 3(15)
    10(3x -5) – 9(2x – 3) = 45
    30x – 50 – 18x + 27 = 45.
    12x – 23 = 45
    12x = 45+23
    12x = 68
    X = 68/12
    X = 5.67
    2b)
    80 = n+r ( ext. < equal sum of opp int. <s )
    80 = n+r ———— (i)
    <UQT = 180 – 88 – n = 92 – n
    M = 80 + 92 – n
    M = 172 – n ———– (ii)
    80 + 92 – n + 180 – m = 180°
    80 + 92 + 180 – n – m = 180°
    352 – n – m = 180
    -n – m = 180 – 352
    – n – m = – 172°
    m + n = 172°
    ===============================
    3a)
    Tan 23.6° = h/50
    Cross multiply
    Tan 23.6° x h/50
    h = 50 tan 23.6°
    = 21.844m
    aprox. 22m
    3b)
    Area of <TRU = 45cm^2 (Note: This ^ means Raise to power)
    A = 1/2bh
    45 = 1/2 x 10 x h
    45 = 5h
    h = 9cm
    Area of < QTUS = 1/2 ( QT + US)h
    = 1/2 ( 6 + 16)9
    = 99cm^2
    ================================
    4 a)
    T 6 =37
    T 6 =a + ( 6 – 1 )d
    T 6 =a + 5 d
    a + 5 d = 37 – — -( eq1 )
    s 6 = 147
    sn = n / 2 (2 a + (n -1 ) d )
    147 = 3 (2 a + 5 d )
    49 = 2 a + 5 d
    2 a+ 5 d = 49 — — (eq 2 )
    a + 5 d = 37 – –( eq1 )
    2 a+ 5 d = 49 — -( eq2 )
    a =12
    4 b )
    S 15 = 15 /2 ( 2 (12 )+ 14 d )
    S 15 = 15 /2 ( 24 + 14 d )
    from(1 )
    a + 5 d = 37
    12 + 5 d = 37
    5 d =37 -12
    5 d =25
    d =5
    S 15 = 15 /2 ( 24 + 14 (15 )
    S 15 = 15 / 2 (24 + 70 )
    S 15 = 15 /2 * 94
    S 15 = 15 * 42
    S 15 = 630
    ================================
    5a)
    Let bag=B
    Shoe= S
    U=120
    n(BnS)=45, n(s)=x+11, n(b)=x
    n(SnB’)=x+11-45
    =x-34
    n(BnS’) = 45
    5b)
    Y – 45 + 45 + Y – 34 = 120
    2Y – 34 = 120
    2Y = 120 – 34
    2Y = 154
    Y = 154/2
    Y = 77
    11+x=77+11
    = 88
    Therefor 88 bought shoes costumer
    5c)
    n(bag)= 77 customers
    Pr. =77/120
    ================================
    SECTION B ANS 5 QUESTIONS ONLY
    ================================
    10)
    Sin x = 5/13
    Using pythagoras rule
    M^2 = 13^2 – 5^2 (^ means Raise to power)
    M^2 = 169 – 25
    M ^2 = 144
    M = √144
    M = 12
    Hence:
    Cos x – 2sin x / 2tan x
    12/13 – 2(5/13) / 2(5/12)
    = 12/13 – 10/23 / 5/6
    FIND LCM
    = 12 – 10/13 / 5/6
    = 12/65
    10b)
    Draw a triangle LACB
    in triangle LCB
    Hyp^2 = Opp^2 + Adj^2
    12^2 = 9.6^2 + |CB|^2
    144 = 92.16 = |CB|^2
    144 – 92.16 = |CB|^2
    51.84 = |CB|^2
    therefore, |CB| = √51.84
    |CB| = 7.2m
    |AC| + |CB| =|AB|
    |AC| + 7.2m = 10m
    |AC| = 10m – 7.2m
    |AC| = 2.8m
    In triangle LCA
    Hyp^2 = Opp^2 + Adj^2
    |LA|^2 = |AC|^2 + |LC|^2
    |LA|^2 = 2.8^2 + 9.6^2
    |LA|^2 = 7.84 + 92.16
    |LA|^2 =100
    |LA| = √100
    |LA| = 10m
    10bii)
    in triangle LCA
    sinθ = Opp/Hyp
    sinθ = |LC|/|LA|
    sinθ = 9.6/10
    sinθ = 0.96
    θ = sin^-1 (0.96)
    θ = 73.74
    ==============================
    11a)
    8 students finished
    12 tanks in 2/3 (60) mins
    = 40 mins
    4 student wil finish
    X tanks in 1/3 (60)min
    = 20mins
    X = 4x20x12/8x40
    = 3tanks
    11b)
    L(AB) = 200m  |ON| = 12cm
    r2 = (AN)2  + (ON )2
    r2 = (10)2 +(12)2
    r2 = 100 + 144
    r2 = 244
    r = Sqr 244
    r = 15.6CM
    11bii)
    L(AB) = 2r sin 0/2
    20 = 2 (15.6) sin 0/2
    20 = 31.2 sin 0/2
    sin0/2 = 20/31.2
    sin0/2 = 0.6410
    0/2 = sin -1 (0.6410)
    0/2 = 39.87
    0 = 2 (39.87)
    0 = 79.74
      =  79.7' (1 d.p )
    11bii)
    p 2r + 0/360 x 2TTr
    = 2 (15.6 ) + 79.7/360 x 2x 3 x42x15.6
     =31.2 + 21.7
    = 52.9 cm
    ===============================
    12a)
    3y^2-5y+2=0
    y^2 - 5/3y + 2/3=0
    y^2-5/3y=-2/3
    y^2-5/3y+(^-5/6)^2=(-^5/6)^2-2/3
    (y-5/6)^2=25/36-2/3
    (y-5/6)^2=25/-24/36
    (y-5/6)^2=1/36
    (y-5/6)=+sqr1/36
    y=5/6+1/6
    y=5+1/6 or 5-1/6
    y=6/6 or 2/3
    y=1 or 2/3
    12b)
    given
    M N = [2,3 1,4]
    hence
    [1,4 2,3] * [m,n x,y] =[2,3 1,4]
    [m+2n, x*2y]
    [4m+3n, 4x+5y] = [2,3, 1,4]
    therefore
    m+2n=2------(i)
    4m+3n=3------(ii)
    from ------(i)
    m=2-2n
    4(2-2n)+3n=3
    8-8n+3n=3
    8-5n=3
    8-3=5n
    5=5n
    n=1
    hence
    m=2-2(1)
    M=0
    also
    x+2y=1------(i)
    4x+3y=4------(ii)
    from ------(iii)
    x=1-2y
    4(1-2y)+3y=4
    4-8y+3y=4
    y=0
    therefore x=1-2(0)
    x=1
    this N=[i i]
    =============================
    13ai)
    given
    x(*)y=x+y/2
    i)3(*)2/5=3+2/5/2
    =(15+2/5)*1/2
    =17/5*1/2
    =17/10= 1,7/10
    13aii)
    8(*)y=8^1/4
    =8+y/2 =33/4
    32+4y=66
    4y=66-32
    4y=34
    y=34/4
    y=17/2
    y=8^1/2
    13b)
    given DABC
    AB=(^-4/6) and AC =(3/^-8)
    so AP =1/2(^-4/6)
    AP=(^-2/3)
    hence
    CP = CA + AP
    CP= -(3/^8)+(^-2/3)
    CP = (^-5/11)

    GOOD LUCK KEEP INVITING YOUR FRIENDS EXCLUDING YOUR ENEMIES OBJ WILL BE POSTED BY 2PM.... STAY TUNED
    REGARDS EGN

       
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    Offline perokj

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    Waec 2017 Mathematics OBJ & Theory/Essay
    QUESTION AND ANSWERS Free Expo
    Where ever u c
    ^ it means raise to power
    / division
    * multiplication
    X normal X
    =====================
    SECTION A ANS ALL
    =====================
    1a)
    (y-1)log4^10= ylog16^10
    log4^10 (y-1)= log16^y10
    4^(y-1)=16y
    4^y-1=4^2y
    y-1=2y
    -1=2y=y
    -1=y
    y= -y
    1b)
    let the actual time for 5km/hr be t
    for 4km/hr=30mint + t
    4km/hr=0.5 + t
    distance = 4(0.5+t)
    =2*4t
    for 5km/hr, time= t
    distance =5t
    1+4t=5t
    t=2hrs
    actual distance = 5*2=10km
    ==================
    2a)
    2/3(3x-5)-3/5(2x-3)=3/1
    L C M =15
    10(3x-5)-9(2x-3)=45
    30x-50-18x+27=45
    30x-18x=45+50-27
    12x-23=45
    12x=45+23
    12x=68
    x=68/12
    x=34/6
    x=17/3
    2b)
    U'aS=180-(n+88)
    =180-n-88=92-n
    also, u'TQ=18m
    80degree + 92-n+180-m=180degree
    80+92+180-n-m=180degree
    352-n-m=180degree
    -n-m=180-352
    -n-m=-172
    +(n+m)= +172
    m+n=172dgree
    ==================
    3a)
    Tan 23.6° = h/50
    Cross multiply
    Tan 23.6° x h/50
    h = 50 tan 23.6°
    = 21.844m
    3b)
    Area of A = 1/2bh
    45 = 1/2 x 10 x h
    45 = 5h
    h = 9cm
    Area of < QTUS = 1/2 ( QT + US)h
    = 1/2 ( 6 + 16)9
    = 99cm^2
    ==================
    4a)
    T6=37
    T6=a+(6-1)d
    T6=a+5d
    a+5d=37 -----(eq1)
    s6=147
    sn=n/2(2a+(n-1)d)
    147=3(2a+5d)
    49=2a+5d
    2a+5d=49 ----(eq2)
    a+5d=37 ---(eq1)
    2a+5d=49 ---(eq2)
    a=12
    4b)
    S15=15/2(2(12)+14d)
    S15=15/2(24+14d)
    from(1)
    a+5d=37
    12+5d=37
    5d=37-12
    5d=25
    d=5
    S15 = 15/2(24+14(15)
    S15= 15/2(24+70)
    S15=15/2*94
    S15=15*42
    S15=630
    ==================
    5a)
    draw
    U=20
    B= y-45
    S= y-34
    B=bag
    S=shoe
    let n(B)=y
    n(S)=y+11
    for bag only y-45
    for shoe only y-11-45=y-34
    5b)
    y-45+45+y-34=120
    2y-34=120
    2y=154
    y=154/2
    y=77
    number of customers who bought shoe = y+11
    77+11=88
    5c)
    n(bag)=77customers
    probability =77/120
    =0.642
    =====================
    SECTION B ANS 5 QUESTIONS ONLY
    =====================
    10a)
    Sin x = 5/13
    Using pythagoras rule
    M^2 = 13^2 - 5^2 (^ means Raise to power)
    M^2 = 169 - 25
    M ^2 = 144
    M = √144
    M = 12
    Hence:
    Cos x - 2sin x / 2tan x
    12/13 - 2(5/13) / 2(5/12)
    = 12/13 - 10/23 / 5/6
    FIND LCM
    = 12 - 10/13 / 5/6
    = 12/65
    10bi)
    Considering < LMB
    /MB/^2. = 12^2 - 9.6^2
    /MB/^2 = 51.84
    /MB/ = √51.84
    /MB/ = 7.2m
    From < AML
    /LA/^2 = 2.8^2 + 9.6^2
    /LA/ ^2 = 100
    /LA/ = √100
    /LA/ = 10m
    10bii)
    Let the angle be. θ
    From Tanθ = 9.6/2.8
    Tan θ = 3.4288
    θ = Tan^-1 ( 3.4288)
    = 73.74°
    =============
    13ai)
    given
    x(*)y=x+y/2
    i)3(*)2/5=3+2/5/2
    =(15+2/5)*1/2
    =17/5*1/2
    =17/10= 1,7/10
    13aii)
    8(*)y=8^1/4
    =8+y/2 =33/4
    32+4y=66
    4y=66-32
    4y=34
    y=34/4
    y=17/2
    y=8^1/2
    13b)
    given DABC
    AB=(^-4/6) and AC =(3/^-8)
    so AP =1/2(^-4/6)
    AP=(^-2/3)
    hence
    CP = CA + AP
    CP= -(3/^8)+(^-2/3)
    CP = (^-5/11)
    =================
    8a)
    In Table Form / Tabular form
    X = 1,2,3,4,5
    F = m+2, m-1, 2m-3, m+5, 3m-4 = 8m - 1
    Fx = m+2, 2m-2, 6m-9, 4m+20, 15m-20 = 28m - 9
    But x̄ ( this symbol (x̄) means X bar)
    = 75/23
    ΣFx / Σf = 75/23 = 28m - 9/8m-1
    75/23 = 28m - 9/8m - 1
    Cross multiply
    75(8m-1) = 23(28m-9)
    600m - 75 = 644m - 207
    -75 + 207 = 644m - 600m
    132 = 44m
    M = 3
    8bi)
    In tabular form
    X = 1,2,3,4,5
    F = 5,2,3,8,5
    Cum Freq= 5,7,10,18,23
    Q1 = (N+1/4) = (23+1/4)
    = 6
    Q3 = (3N + 1/4) = (3*23+1/4)
    = 18
    Inter quarter range = Q3 - Q1
    =. 18-6
    = 12
    8bii)
    Pr. (at least 4 mark)
    = 8+3+2+5/23
    = 18/23

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    Where ever u c
    ^ it means raise to power
    / division
    * multiplication
    X normal X
    =====================
    SECTION A ANS ALL
    =====================
    1a)
    (y-1)log4^10= ylog16^10
    log4^10 (y-1)= log16^y10
    4^(y-1)=16y
    4^y-1=4^2y
    y-1=2y
    -1=2y=y
    -1=y
    y= -y
    1b)
    let the actual time for 5km/hr be t
    for 4km/hr=30mint + t
    4km/hr=0.5 + t
    distance = 4(0.5+t)
    =2*4t
    for 5km/hr, time= t
    distance =5t
    1+4t=5t
    t=2hrs
    actual distance = 5*2=10km
    ==================
    2a)
    2/3(3x-5)-3/5(2x-3)=3/1
    L C M =15
    10(3x-5)-9(2x-3)=45
    30x-50-18x+27=45
    30x-18x=45+50-27
    12x-23=45
    12x=45+23
    12x=68
    x=68/12
    x=34/6
    x=17/3
    2b)
    U'aS=180-(n+88)
    =180-n-88=92-n
    also, u'TQ=18m
    80degree + 92-n+180-m=180degree
    80+92+180-n-m=180degree
    352-n-m=180degree
    -n-m=180-352
    -n-m=-172
    +(n+m)= +172
    m+n=172dgree
    ==================
    3a)
    Tan 23.6° = h/50
    Cross multiply
    Tan 23.6° x h/50
    h = 50 tan 23.6°
    = 21.844m
    3b)
    Area of A = 1/2bh
    45 = 1/2 x 10 x h
    45 = 5h
    h = 9cm
    Area of < QTUS = 1/2 ( QT + US)h
    = 1/2 ( 6 + 16)9
    = 99cm^2
    ==================
    4a)
    T6=37
    T6=a+(6-1)d
    T6=a+5d
    a+5d=37 -----(eq1)
    s6=147
    sn=n/2(2a+(n-1)d)
    147=3(2a+5d)
    49=2a+5d
    2a+5d=49 ----(eq2)
    a+5d=37 ---(eq1)
    2a+5d=49 ---(eq2)
    a=12
    4b)
    S15=15/2(2(12)+14d)
    S15=15/2(24+14d)
    from(1)
    a+5d=37
    12+5d=37
    5d=37-12
    5d=25
    d=5
    S15 = 15/2(24+14(15)
    S15= 15/2(24+70)
    S15=15/2*94
    S15=15*42
    S15=630
    ==================
    5a)
    draw
    U=20
    B= y-45
    S= y-34
    B=bag
    S=shoe
    let n(B)=y
    n(S)=y+11
    for bag only y-45
    for shoe only y-11-45=y-34
    5b)
    y-45+45+y-34=120
    2y-34=120
    2y=154
    y=154/2
    y=77
    number of customers who bought shoe = y+11
    77+11=88
    5c)
    n(bag)=77customers
    probability =77/120
    =0.642
    =====================
    SECTION B ANS 5 QUESTIONS ONLY
    =====================
    10a)
    Sin x = 5/13
    Using pythagoras rule
    M^2 = 13^2 - 5^2 (^ means Raise to power)
    M^2 = 169 - 25
    M ^2 = 144
    M = √144
    M = 12
    Hence:
    Cos x - 2sin x / 2tan x
    12/13 - 2(5/13) / 2(5/12)
    = 12/13 - 10/23 / 5/6
    FIND LCM
    = 12 - 10/13 / 5/6
    = 12/65
    10bi)
    Considering < LMB
    /MB/^2. = 12^2 - 9.6^2
    /MB/^2 = 51.84
    /MB/ = √51.84
    /MB/ = 7.2m
    From < AML
    /LA/^2 = 2.8^2 + 9.6^2
    /LA/ ^2 = 100
    /LA/ = √100
    /LA/ = 10m
    10bii)
    Let the angle be. θ
    From Tanθ = 9.6/2.8
    Tan θ = 3.4288
    θ = Tan^-1 ( 3.4288)
    = 73.74°
    =============
    13ai)
    given
    x(*)y=x+y/2
    i)3(*)2/5=3+2/5/2
    =(15+2/5)*1/2
    =17/5*1/2
    =17/10= 1,7/10
    13aii)
    8(*)y=8^1/4
    =8+y/2 =33/4
    32+4y=66
    4y=66-32
    4y=34
    y=34/4
    y=17/2
    y=8^1/2
    13b)
    given DABC
    AB=(^-4/6) and AC =(3/^-8)
    so AP =1/2(^-4/6)
    AP=(^-2/3)
    hence
    CP = CA + AP
    CP= -(3/^8)+(^-2/3)
    CP = (^-5/11)
    =================
    8a)
    In Table Form / Tabular form
    X = 1,2,3,4,5
    F = m+2, m-1, 2m-3, m+5, 3m-4 = 8m - 1
    Fx = m+2, 2m-2, 6m-9, 4m+20, 15m-20 = 28m - 9
    But x̄ ( this symbol (x̄) means X bar)
    = 75/23
    ΣFx / Σf = 75/23 = 28m - 9/8m-1
    75/23 = 28m - 9/8m - 1
    Cross multiply
    75(8m-1) = 23(28m-9)
    600m - 75 = 644m - 207
    -75 + 207 = 644m - 600m
    132 = 44m
    M = 3
    8bi)
    In tabular form
    X = 1,2,3,4,5
    F = 5,2,3,8,5
    Cum Freq= 5,7,10,18,23
    Q1 = (N+1/4) = (23+1/4)
    = 6
    Q3 = (3N + 1/4) = (3*23+1/4)
    = 18
    Inter quarter range = Q3 - Q1
    =. 18-6
    = 12
    8bii)
    Pr. (at least 4 mark)
    = 8+3+2+5/23
    = 18/23
    ==============
    12a)
    3y^2-5y+2=0
    y^2 - 5/3y + 2/3=0
    y^2-5/3y=-2/3
    y^2-5/3y+(^-5/6)^2=(-^5/6)^2-2/3
    (y-5/6)^2=25/36-2/3
    (y-5/6)^2=25/-24/36
    (y-5/6)^2=1/36
    (y-5/6)=+sqr1/36
    y=5/6+1/6
    y=5+1/6 or 5-1/6
    y=6/6 or 2/3
    y=1 or 2/3
    12b)
    given
    M N = [2,3 1,4]
    hence
    [1,4 2,3] * [m,n x,y] =[2,3 1,4]
    [m+2n, x*2y]
    [4m+3n, 4x+5y] = [2,3, 1,4]
    therefore
    m+2n=2------(i)
    4m+3n=3------(ii)
    from ------(i)
    m=2-2n
    4(2-2n)+3n=3
    8-8n+3n=3
    8-5n=3
    8-3=5n
    5=5n
    n=1
    hence
    m=2-2(1)
    M=0
    also
    x+2y=1------(i)
    4x+3y=4------(ii)
    from ------(iii)
    x=1-2y
    4(1-2y)+3y=4
    4-8y+3y=4
    y=0
    therefore x=1-2(0)
    x=1
    this N=[i i]
    ================
    11a)
    8 students finished
    12 tanks in 2/3 (60) mins
    = 40 mins
    4 student wil finish
    X tanks in 1/3 (60)min
    = 2omins
    X = 4x20x12/8x40
    = 3tanks
    11b)
    L(AB) = 200m |ON| = 12cm
    r2 = (AN)2 + (ON )2
    r2 = (10)2 +(12)2
    r2 = 100 + 144
    r2 = 244
    r = Sqr 244
    r = 15.6CM
    11bii)
    L(AB) = 2r sin 0/2
    20 = 2 (15.6) sin 0/2
    20 = 31.2 sin 0/2
    sin0/2 = 20/31.2
    sin0/2 = 0.6410
    0/2 = sin -1 (0.6410)
    0/2 = 39.87
    0 = 2 (39.87)
    0 = 79.74
    = 79.7' (1 d.p )
    11bii)
    p 2r + 0/360 x 2TTr
    = 2 (15.6 ) + 79.7/360 x 2x 3 x42x15.6
    =31.2 + 21.7
    = 52.9 cm

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