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Two bags A and B contain different colors of balls. In bag A, there are 2 red balls, 3 green balls and 5 white balls while bag B contain 4 red balls, βxβ green balls and 3 white balls. If the probability of drawing two green balls from bag A is 7/330 more than the probability of drawing 3 green balls from bag B, then find the value of βxβ.
a) 4
b) 6
c) 5
d) 7
e) None of these
43.05% of 799.89 + 56.89% of 899.89 =?
(a) 857
(b) 785
(c) 587
(d) 875
(e) 890
4649.98 Γ· 99.9 + 3749.9 Γ· 9.98 β 3659.98 Γ·
39.98 =?
(a) 430
(b) 303
(c) 330
(d) 230
(e) 130
7429.98 Γ· 300.02 Γ 10.004 =?
(a) 256
(b) 251
(c) 258
(d) 248
(e) 266
48.01 Γ 34.9 Γ· 2.95 = ?
(a) 576
(b) 591
(c) 564
(d) 553
(e) 560
1299 Γ· 19.99 Γ 25.01 + 400.01 =?
(a) 2025
(b) 2300
(c) 1925
(d) 2200
(e) 1700
151.011 β 419.999 + 649.991 =?
(a) 380
(b) 420
(c) 350
(d) 410
(e) 360
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#missing #series
1. 18,19,22,38,?,1459
a.96
b.157
c.148
d.77
e.163
2. 18,10,12,22,?,146
a.42
b.52
c.62
d.32
e.None of these
3. 7,25,46,?,105,149
a.66
b.72
c.78
d.84
e.62
4. 972,162,54,27,18,?
a.27
b.10
c.9
d.36
e.15
5. 15,105,213,?,483,645
a.339
b.342
c.250
d.327
e.357
6. 9,?,26,90,115,331
a.13
b.17
c.19
d.15
e.21
7. 27,?,141,369,1281
a.57
b.61
c.65
d.69
e.73
8. 98,139,?,229,282
a.152
b.162
c.192
d.172
e.182
9. 35,88,176,847,?
a.1595
b.1321
c.1496
d.1231
e.1121
10.11,12,23,134,?,12356
a.1260
b.1245
c.1235
d.1255
e.1225
#wrong #series
1. 15,17,20,29,56,137
a.15
b.20
c.29
d.56
e.137
2. 14,60,152,292,474,704
a.14
b.152
c.292
d.474
e.704
3. 19,49,115,247,469,819
a.49
b.115
c.247
d.469
e.819
4. 45,52,63,72,81,90
a.63
b.45
c.90
d.81
e.52
5. 441,435,423,402,373,331
a.331
b.441
c.435
d.402
e.373
6. 9871,8870,9760,8983,9649
a.8983
b.9871
c.9760
d.9649
e.8870
7. 78,105,138,175,216,259
a.105
b.78
c.175
d.216
e.259
8. 98,109.4,122.7,137.9,156
a.98
b.109.4
c.122.7
d.137.9
e.156
9. 800,400,200,1500,5250,23625
a.800
b.200
c.1500
d.5250
e.23625
10.13,17,31,69,133,233
a.69
b.233
c.31
d.133
e.17
10.I.ππ + πππ β ππ = π
II.ππ β πππ + ππ = π
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
9. I.ππ = πππππ
II.ππ = πππ
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
8. I.ππ = ππππ
II.ππ = ππππ
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
7. I.πππ β πππ + ππ = π
II.ππ β πππ + ππ = π
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
6. I.ππ + ππ β πππ = π
II.πππ β πππ + ππ = π
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
5. I.ππππ + πππ + ππ = π
II.ππ β πππ + ππ = π
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
4. I.ππ + π β πππ = π
II.ππ β πππ + πππ = π
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
3. I.ππ + ππ + ππ = π
II.ππ + πππ + ππ = π
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
2. I.πππ + πππ + ππ = π
II.ππ + ππ β ππ = π
a. π > π
b. π < π
c. π β₯ π
d. π β€ π
e. π± = π² π¨π« π«ππ₯πππ’π¨π§ πππ§π ππ ππ¬ππππ₯π’π¬π‘ππ
