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Question 2.8: A calculation indicates that a resistor having resistance R=...

A calculation indicates that a resistor having resistance R=61.7 \mathrm{k} \Omega   is needed in a certain circuit. Refer to Table  2.1  and give the nearest standard value from each series.

 

Table 2.1 E series for standard resistor values
E192 E96 E48 E24 E12
±0.5% ±1% ±2% ±5% ±10%
100 178 316 562 100 316 100 10 10
101 180 320 569 102 324 105 11 12
102 182 324 576 105 332 110 12 15
104 184 328 583 107 340 115 13 18
105 187 332 590 110 348 121 15 22
106 189 336 597 113 357 127 16 27
107 191 340 604 115 365 133 18 33
109 193 344 612 118 374 140 20 39
110 196 348 619 121 383 147 22 47
111 198 352 626 124 392 154 24 56
113 200 357 634 127 402 162 27 68
114 203 361 642 130 412 169 30 82
115 205 365 649 133 422 178 33
117 208 370 657 137 432 187 36
118 210 374 665 140 442 196 39
120 213 379 673 143 453 205 43
121 215 383 681 147 464 215 47
123 218 388 690 150 475 226 51
124 221 392 698 154 487 237 56
126 223 397 706 158 499 249 62
127 226 402 715 162 511 261 68
129 229 407 723 165 523 274 75
130 232 412 732 169 536 287 82
132 234 417 741 174 549 301 91
133 237 422 750 178 562 316
135 240 427 759 182 576 332
137 243 432 768 187 590 348
138 246 437 777 191 604 365
140 249 442 787 196 619 383
142 252 448 796 200 634 402
143 255 453 806 205 649 422
145 258 459 816 210 665 442
147 261 464 825 215 681 464
149 264 470 835 221 698 487
150 267 475 845 226 715 511
152 271 481 856 232 732 536
154 274 487 866 237 750 562
156 277 493 876 243 768 590
158 280 499 887 249 787 619
160 284 505 898 255 806 649
162 287 511 909 261 825 681
164 291 517 919 267 845 715
165 294 523 931 274 866 750
167 298 530 942 280 887 787
169 301 536 953 287 909 825
172 305 542 965 294 931 866
174 309 549 976 301 953 909
176 312 556 988 309 976 953
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