IQ Scores


Distribution curve IQ test population ratio ( from the IQ 100-150 )

Distribution curve IQ test population ratio ( from the IQ 126-186 )

Distribution curve IQ

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IQ Scores:

  • IQ Test from 85 belongs to the low (16% rate)
  • IQ Test from 85-115, classified as normal (68% rate)
  • IQ Test from 115-130, kind of intelligence (14% rate)
  • IQ Test from 130-145, being very intelligent (rate 2%)
  • IQ Test from 145 onwards, genius or mostly genius (ratio 0.1%)
IQ SD 15 IQ SD 16 IQ SD 24 Meaning
Below 55 Below 52 Below 28 High-level disability
55-70 52-68 28-52 Disabilities
70-85 68-84 52-76 Develops slowly
85-115 84-116 76-124 Normal
115-130 116-132 124-148 Clever
130-145 132-148 148-172 High intelligence
145-160 148-164 172-196 Genius
On 160 On 164 On 196 Genius at a high level

IQ sd15 IQ sd16 IQ sd24 Percent 1 / Population
196 202 254 0.000000000078 12812462065
195 201 252 0.000000000120 8299133781
194 200 250 0.000000000185 5399067360
193 199 249 0.000000000283 3527693290
192 198 247 0.000000000432 2314980870
191 197 246 0.000000000655 1525765741
190 196 244 0.000000000990 1009976698
189 195 242 0.000000001489 671455150
188 194 241 0.000000002230 448336283
187 193 239 0.000000003326 300656806
186 192 238 0.000000004938 202496502
185 191 236 0.000000007301 136975325
184 190 234 0.000000010746 93056021
183 189 233 0.000000015750 63492567
182 188 231 0.000000022984 43508741
181 186 230 0.000000033396 29943616
180 185 228 0.000000048316 20696883
179 184 226 0.000000069602 14367377
178 183 225 0.000000099834 10016607
177 182 223 0.000000142583 7013475
176 181 222 0.000000202762 4931897
175 180 220 0.000000287103 3483066
174 179 218 0.000000404786 2470444
173 178 217 0.000000568260 1759757
172 177 215 0.000000794340 1258907
171 176 214 0.000001105615 904474
170 175 212 0.000001532290 652618
169 174 210 0.000002114554 472913
168 173 209 0.000002905617 344161
167 172 207 0.000003975590 251535
166 170 206 0.000005416355 184626
165 169 204 0.000007347863 136094
164 168 202 0.000009925558 100750
163 167 201 0.000013350600 74903
162 166 199 0.000017880771 55926
161 165 198 0.000023845860 41936
160 164 196 0.000031665611 31580
159 163 194 0.000041870787 23883
158 162 193 0.000055126792 18140
157 161 191 0.000072270001 13837
156 160 190 0.000094330724 10601
155 159 188 0.000122594091 8157
154 158 186 0.000158629442 6304
153 157 185 0.000204373595 4893
152 156 183 0.000262123198 3815
151 154 182 0.000334672021 2988
150 153 180 0.000425531915 2350
149 152 178 0.000538213132 1858
148 151 177 0.000677966102 1475
147 150 175 0.000849617672 1177
146 149 174 0.001059322034 944
145 148 172 0.001314060447 761
144 147 170 0.001623376623 616
143 146 169 0.001992031873 502
142 145 167 0.002433090024 411
141 144 166 0.002949852507 339
140 143 164 0.003558718861 281
139 142 162 0.004255319149 235
138 141 161 0.005076142132 197
137 140 159 0.005988023952 167
136 138 158 0.007042253521 142
135 137 156 0.008196721311 122
134 136 154 0.009487666034 105
133 135 153 0.010881392818 92
132 134 151 0.012376237624 81
131 133 150 0.013966480447 72
130 132 148 0.015625000000 64
129 131 146 0.017361111111 58
128 130 145 0.019120458891 52
127 129 143 0.020920502092 48
126 128 142 0.022675736961 44
125 127 140 0.024449877751 41
124 126 138 0.026178010471 38
123 125 137 0.027777777778 36
122 124 135 0.029411764706 34
121 122 134 0.030864197531 32
120 121 132 0.032258064516 31
119 120 130 0.033670033670 30
118 119 129 0.034855350296 29
117 118 127 0.035997120230 28
116 117 126 0.037050759541 27
115 116 124 0.038022813688 26
114 115 122 0.038910505837 26
113 114 121 0.039714058777 25
112 113 119 0.040453074434 25
111 112 118 0.041118421053 24
110 111 116 0.041736227045 24
109 110 114 0.042283298097 24
108 109 113 0.042789901583 23
107 108 111 0.043252595156 23
106 106 110 0.043668122271 23
105 105 108 0.044033465434 23
104 104 106 0.044385264092 23
103 103 105 0.044682752458 22
102 102 103 0.044964028777 22
101 101 102 0.045228403437 22
100 100 100 0.045454545455 22
99 99 98 0.045664185579 22
98 98 97 0.045854732208 22
97 97 95 0.046027800792 22
96 96 94 0.046182976955 22
95 95 92 0.046326322617 22
94 94 90 0.046455449224 22
93 93 89 0.046574449257 21
92 92 87 0.046680982168 21
91 90 86 0.046777060530 21
90 89 84 0.046864748336 21
89 88 82 0.046943948925 21
88 87 81 0.047016784992 21
87 86 79 0.047083196007 21
86 85 78 0.047140904163 21
85 84 76 0.047194298929 21
84 83 74 0.047243350498 21
83 82 73 0.047288031399 21
82 81 71 0.047326076668 21
81 80 70 0.047361939945 21
80 79 68 0.047393364929 21
79 78 66 0.047420333839 21
78 77 65 0.047445082317 21
77 76 63 0.047467603361 21
76 74 62 0.047487890588 21
75 73 60 0.047505938242 21
74 72 58 0.047521741197 21
73 71 57 0.047534617085 21
72 70 55 0.047546595664 21
71 69 54 0.047557223229 21
70 68 52 0.047566271708 21
69 67 50 0.047574191952 21
68 66 49 0.047581209229 21
67 65 47 0.047587096283 21
66 64 46 0.047592305276 21
65 63 44 0.047596609218 21
64 62 42 0.047600234193 21
63 61 41 0.047603406500 21
62 60 39 0.047606125956 21
61 58 38 0.047608392407 21
60 57 36 0.047610432398 21
59 56 34 0.047612019178 21
58 55 33 0.047613152657 21
57 54 31 0.047614286190 21
56 53 30 0.047615193056 21
55 52 28 0.047615873227 21
54 51 26 0.047616553419 21
53 50 25 0.047617097586 21
52 49 23 0.047617483045 21
51 48 22 0.047617823161 21
50 47 20 0.047618072582 21
49 46 18 0.047618276656 21
48 45 17 0.047618458057 21
47 44 15 0.047618571433 21
46 42 14 0.047618684810 21
45 41 12 0.047618775512 21
44 40 10 0.047618833293 21
43 39 9 0.047618883498 21
42 38 7 0.047618922471 21
41 37 6 0.047618952591 21
40 36 4 0.047618975766 21
39 35 2 0.047618993519 21
38 34 1 0.047619007058 21
37 33 NA 0.047619017337 21
36 32 NA 0.047619025107 21
35 31 NA 0.047619030955 21
34 30 NA 0.047619035336 21
33 29 NA 0.047619038603 21
32 28 NA 0.047619041030 21
31 26 NA 0.047619042824 21
30 25 NA 0.047619044144 21
29 24 NA 0.047619045112 21
28 23 NA 0.047619045818 21
27 22 NA 0.047619046330 21
26 21 NA 0.047619046701 21
25 20 NA 0.047619046968 21
24 19 NA 0.047619047159 21
23 18 NA 0.047619047296 21
22 17 NA 0.047619047393 21
21 16 NA 0.047619047461 21
20 15 NA 0.047619047509 21
19 14 NA 0.047619047543 21
18 13 NA 0.047619047567 21
17 12 NA 0.047619047583 21
16 10 NA 0.047619047595 21
15 9 NA 0.047619047602 21
14 8 NA 0.047619047608 21
13 7 NA 0.047619047611 21
12 6 NA 0.047619047614 21
11 5 NA 0.047619047616 21
10 4 NA 0.047619047617 21
9 3 NA 0.047619047618 21
8 2 NA 0.047619047618 21
7 1 NA 0.047619047618 21
6 NA NA 0.047619047619 21
5 NA NA 0.047619047619 21
4 NA NA 0.047619047619 21
3 NA NA 0.047619047619 21
2 NA NA 0.047619047619 21
1 NA NA 0.047619047619 21