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EXAMPLES.

1. What is the volume of a tetraedron, whose edge is 15?

Ans. 397.75.

2. What is the volume of a hexaedron, whose edge is 12?

Ans. 1728.

3. What is the volume of a octaedron, whose edge is 20? Ans. 3771.236.

4. What is the volume of a dodecaedron, whose edge

is 25?

Ans. 119736.2328.

5. What is the volume of an icosaedron, whose edge Ans. 17453.56.

is 20?

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REMARK. In the following table, in the nine right hand columns of each page, where the first or leading figures change from 9's to O's, points or dots are introduced instead of the O's, to catch the eye, and to indicate that from thence the two figures of the Logarithm to be taken from the second column, stand in the next line below.

[blocks in formation]

7033 7451 7868

8284

8700 9116 9532 1947 361 775 416

105 021189 1603 2016 2428 2841 3252 3664 4075 4486 4896 412

106

5306 5715 6125

6533 6942

7350 7757

8164

8571 8978 408

107

9384 9789

195 600 1004 1408

1812

2216

26193021

404

108 033424 3826 4227 4628 5029 5430

5830

6230

6629 7028 400

109

7426 7825 8223

8620 9017 9414

9811

207

602998 | 396

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124 093422 3772 4122 4471 4820 5169 5518 5866 6215

8298 8644

126 100371 0715 1059 1403 1747 2091

127

128

3804 4146 4487 4828 5169 7210 7549 7888 8227 8565 129 110590 0926 1263 | 1599 | 1934 130 113943 4277 4611 4944 5278 131 7271 7603 7934 8265 8595

133

5510

8903

2270
5611

8990 9335 9681
2434 2777 3119

2777 8119

3462343

5851 6191 6531 6871 340 9241 9579 9916

253 338

2605 2940 32753609 335

5943 6276 6608 6940 333 8926 9256 9586 9915. 245 330

132 120574 0903 1231 1560 1888 2216 2544 2871 3198 3525 328 3852 41784504 4830 5156 5481 5806 6131 6456 6781 325 7105 7429 7753 8076 83998722 9045 9368 9690 0012 323 2900 3219 321

134

135 130334 0655 0977 1298 1619 1939 2260 2580 136 3539 3858 4177 4496 4814 5133 5451 5769 6086 6403 318 137 6721 7037 7354 7671 7987 8303 8618 8934 9249 9564 315 138 9879 194 508 822 1136 1450 1763 2076 2389 2702 314 139 143015 3327 3639 3951 4263 4574 4885 5196 5507 5818 | 311

141

8294 8603 8911 | 309

140 146128 6438 6748 7058 7367 7676 7985 9219 9527 9835 142 449 756 1063 1370 1676 1982 307 4120 7154 3161

142 152288 2594 2900 3205 3510 3815 143 5336 5640 5943 6246 6549 6852 8362 8664 8965 9266 9567 9868 145 161368 1667 1967 2266 2564 2863 146

144

147

4424 4728 5032 305 7457 77598061 303 168 469769 1068 301 3460 3758 4055 299 6430 6726 7022 297 9380 9674 9968 295 293 291

4353 4650 4947 5244 5541 5838 6134
7317 7613 7908 8203 8497 8792 9086

148 170262 0555 0848 1141 1434 1726 2019 2311 2603 | 2895
149.
3186 3478 3769 4060 | 4351 4641 4932 5222 5512 5802

150 176091 6381 6670 6959 | 7248
151

7536 7825 3113 8401 8689289

8977 9264 9552 9839 126 413 699 985 1272 1558 287

152 181844 2129 2415 2700 2985 | 3270

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174 240549 0799

175

170 230449 0704 0960 1215 1470 1724 1979 2234
171
2996 3250 3504 3757 4011 4264 4517 4770
172 5528 5781 6033 6285 6537 6789 7041 7292
173
8046 8297 8548 8799 9049 9299 9550 9800
1048 1048 1297 1546 1795 2044 2293

3038 3286 3534 3782 4030 4277 4525 4772

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176 5513 5759 6006 6252 6499 6745

6991

7237 7482

7728 246

177

7973 8219 8464

8709

8954 9198

9443

9687

9932

176 245

178 250420 0664 0908

1151

1395 | 1638

1881

2125 2368

2610 243

179

2853 3096 3338

3580

3822 4064

4306

4548 4790 5031 242

[blocks in formation]

190 278754 8982 9211 9439 9667 9895
191 281033 1261 1488 1715 1942 2169 2396 2622
192
3301 3527 3753 3979 4205 4431 4656 4882
1935557 5782 6007 6232 6456 6681 6905 7130
194 7802 8026 8249 8473 8696 8920 9143 9366
195 290035 0257 0480 0702 0925 1147 1369 1591 1813
2256 2478 2699 2920 3141 3363 3584 3804 4025
4466 4687 4907 5127 5347 5567 5787 6007 6226
198 6665 6884 7104 7323 7542 7761 7979 8198 8416
199 8853 9071 9289 9507 9725

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3196 3412 3628 3844 4059 202 5351 5566 5781 5996 6211 7496 7710 7924 8137 8351 9630 9843 56 268 481 693 906 205 311754 1966 2177 2389 2600 2812 3023 206 207 5970 6180 6390 6599 6809 7018 7227 7436 7646

208

2131

212

211

210

3867 4078 4289 4499 4710 4920 5130 5340 5551 5760
7854 209

208

8063 8272 8481 8689 8898 9106 9314 9522 9730 9938 209 320146 0354 0562 0769 | 0977 1184 1391 1598 1805 2012 207 210 322219 2426 2633 2839 3046 3252 3458 3665 3871 4077 206 4282 4488 4694 4899 5105 5310 5516 5721 5926 6131 205 212 6336 6541 6745 6950 7155 7359 7563 7767 7972 8176 204

211

213

838085838787 8991 9194 9398 9601

214 330414 0617 | 0819 1022 1225 1427 1630

9805 008 211 203

1832 2034 2236

202

123

351

578

806 228

3075 227

5332 226

7578 | 225

9812 223

2034 222

221

215

216

2438 2640 2842 3044 3246 3447 3649 3850
4454 4655 4856 | 5057 | 5257 5458 5658 5859

217 6460 6660 6860 7060 7260 7459 7659
218
8456 8656 8855 9054 9253 9451 9650
219 340444 0642 0841 1039 1237 1435 1632

7858

[blocks in formation]

9849

1830

47 246 199 2028 2225 198 198

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i

9772

8101

9958

235 371068 1253 1437 1622 1806

236

1991

2912 3096 3280 3464 3647 3831 4015 4198

237 4748 4932 5115 5298

238

54815664 5846 6029 6212 6394 183

6577 6759 6942 7124 7306 7488 7670 7852 8034 8216 182 239 8398 8580 8761 8943 9124 9306 9487 9668 9849 30 181 240 380211 0392 0573 0754 0934 1115 1296 1476 1656 1837 181

8287

8473 8659

8845 9030

186

143

328 513

698883

185

2175 2360

2544 2728

184

4382 4565 184

[blocks in formation]

8918 9087 9257

271440 609 777 946

258 411620 1788 1956 2124 2293 2461 2629 2796

259

261

3300 3467 3635 | 38033970 4137 4305

260 414973 5140 5307 5474 5641 5808 5974 6641 6807 6973 7139 7306 7472 7638 262 8301 8467 8633 8798 8964 9129 9295

263

265

4472

6141

7804

9460

4639 4806 167

6308 6474 167 7970 8135 166 9625 | 9791

165

9956 121 •286 451 616 781 245 IIIC 1275 1439 165 264 421604 1788 1933 2097 2261 2426 2390 2754 2918 3082 164 3246 3410 3574 3737 3901 4065 4228 4392 4555 4718 164 6186 6349 163 7973 9591 I 162

266 4882 5045 5208 5371 5534 5697 5860 6023

267

268

6511 66746836 6999 7161 7324 7486 7648 7811 8135 82978459 8621 8783 | 8944 9106 9268 9429 269 9752 9914 75 236 398 559 | 720 881 1042

270 431364 1525 1685 1846 271

[merged small][ocr errors]

2007 2167 2328 2488 2649 2809 161 2969 3130 3290 3450 3610 3770 3930 4090 4249 4409 160 272 4569 4729 4883 5048 5207 5367 5526 5685 5844 6004 159 2/3 6163 6322 6481 6640 6798 6957 7116 7275 7433 7592 159 274

[blocks in formation]
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