Answer: 1/3 = 2/6 = 3/9 = 4/12
= 5/15 = 6/18 = 7/21 = 8/24
= 9/27 = 10/30 = 11/33 = 12/36
= 13/39 = 14/42 = 15/45 = 16/48
= 17/51 = 18/54 = 19/57 = 20/60
= 21/63 = 22/66 = 23/69 = 24/72
= 25/75 = 26/78 = 27/81 = 28/84
= 29/87 = 30/90 = 31/93 = 32/96
= 33/99 = 34/102 = 35/105 = 36/108
= 37/111 = 38/114 = 39/117 = 40/120
= 41/123 = 42/126 = 43/129 = 44/132
= 45/135 = 46/138 = 47/141 = 48/144
= 49/147 = 50/150 = 51/153 = 52/156
= 53/159 = 54/162 = 55/165 = 56/168
= 57/171 = 58/174 = 59/177 = 60/180
= 61/183 = 62/186 = 63/189 = 64/192
= 65/195 = 66/198 = 67/201 = 68/204
= 69/207 = 70/210 = 71/213 = 72/216
= 73/219 = 74/222 = 75/225 = 76/228
= 77/231 = 78/234 = 79/237 = 80/240
= 81/243 = 82/246 = 83/249 = 84/252
= 85/255 = 86/258 = 87/261 = 88/264
= 89/267 = 90/270 = 91/273 = 92/276
= 93/279 = 94/282 = 95/285 = 96/288
= 97/291 = 98/294 = 99/297 = 100/300
Step-by-step explanation:
using pythagoras' theorem of 
. This gives us a value of 51m for the diagonal line. 
