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What does the proportion 0.6 over 1.1n over 8.47 equal?
Let's form the proportion: 0.6/1.1 = n/8.47 or (6/10)/(11/10) = (n/1)/(847/100) (6/10)(10/11) = (n/1)(100/847) 6/11 = 100n/847 Proportion is a statement that two ratios are equal. The value of n makes this proportion true. The numbers that form a proportion are called the term of proportion. There is a special relationship between the terms, called the cross products property. That is, 6/11 = 100n/847 (6)(847) = (11)(100n) 5082 = 1100n so, n must be a number that when multiply 1100 equals 5082. 5082/1100 = (1100/1100)n 4.62 = n So, the proportion is: 6/11 = [100(4.62)]/847 6/11 = 462/847 Or, If you look at 847, you see that 11 x 77 = 847. So 100n must equals 6 x 77 = 462, in order to make the proportion true. So, 100n = 462 n = 4.62 and 100 x 4.62 = 462. Thus the proportion is: 6/11 = 462/847 If you want the original proportion is, 0.6/1.1 = 4.62/8.47
How many numbers in the factor set of 731808?
There are 144 in all.
What are all the 4-digit multiples of 11?
-7
What are the multiples of 11 from 1000 to 9999?
1001, 1012, 1023, 1034, 1045, 1056, 1067, 1078, 1089, 1100, 1111, 1122, 1133, 1144, 1155, 1166, 1177, 1188, 1199, 1210, 1221, 1232, 1243, 1254, 1265, 1276, 1287, 1298, 1309, 1320, 1331, 1342, 1353, 1364, 1375, 1386, 1397, 1408, 1419, 1430, 1441, 1452, 1463, 1474, 1485, 1496, 1507, 1518, 1529, 1540, 1551, 1562, 1573, 1584, 1595, 1606, 1617, 1628, 1639, 1650, 1661, 1672, 1683, 1694, 1705, 1716, 1727, 1738, 1749, 1760, 1771, 1782, 1793, 1804, 1815, 1826, 1837, 1848, 1859, 1870, 1881, 1892, 1903, 1914, 1925, 1936, 1947, 1958, 1969, 1980, 1991, 2002, 2013, 2024, 2035, 2046, 2057, 2068, 2079, 2090, 2101, 2112, 2123, 2134, 2145, 2156, 2167, 2178, 2189, 2200, 2211, 2222, 2233, 2244, 2255, 2266, 2277, 2288, 2299, 2310, 2321, 2332, 2343, 2354, 2365, 2376, 2387, 2398, 2409, 2420, 2431, 2442, 2453, 2464, 2475, 2486, 2497, 2508, 2519, 2530, 2541, 2552, 2563, 2574, 2585, 2596, 2607, 2618, 2629, 2640, 2651, 2662, 2673, 2684, 2695, 2706, 2717, 2728, 2739, 2750, 2761, 2772, 2783, 2794, 2805, 2816, 2827, 2838, 2849, 2860, 2871, 2882, 2893, 2904, 2915, 2926, 2937, 2948, 2959, 2970, 2981, 2992, 3003, 3014, 3025, 3036, 3047, 3058, 3069, 3080, 3091, 3102, 3113, 3124, 3135, 3146, 3157, 3168, 3179, 3190, 3201, 3212, 3223, 3234, 3245, 3256, 3267, 3278, 3289, 3300, 3311, 3322, 3333, 3344, 3355, 3366, 3377, 3388, 3399, 3410, 3421, 3432, 3443, 3454, 3465, 3476, 3487, 3498, 3509, 3520, 3531, 3542, 3553, 3564, 3575, 3586, 3597, 3608, 3619, 3630, 3641, 3652, 3663, 3674, 3685, 3696, 3707, 3718, 3729, 3740, 3751, 3762, 3773, 3784, 3795, 3806, 3817, 3828, 3839, 3850, 3861, 3872, 3883, 3894, 3905, 3916, 3927, 3938, 3949, 3960, 3971, 3982, 3993, 4004, 4015, 4026, 4037, 4048, 4059, 4070, 4081, 4092, 4103, 4114, 4125, 4136, 4147, 4158, 4169, 4180, 4191, 4202, 4213, 4224, 4235, 4246, 4257, 4268, 4279, 4290, 4301, 4312, 4323, 4334, 4345, 4356, 4367, 4378, 4389, 4400, 4411, 4422, 4433, 4444, 4455, 4466, 4477, 4488, 4499, 4510, 4521, 4532, 4543, 4554, 4565, 4576, 4587, 4598, 4609, 4620, 4631, 4642, 4653, 4664, 4675, 4686, 4697, 4708, 4719, 4730, 4741, 4752, 4763, 4774, 4785, 4796, 4807, 4818, 4829, 4840, 4851, 4862, 4873, 4884, 4895, 4906, 4917, 4928, 4939, 4950, 4961, 4972, 4983, 4994, 5005, 5016, 5027, 5038, 5049, 5060, 5071, 5082, 5093, 5104, 5115, 5126, 5137, 5148, 5159, 5170, 5181, 5192, 5203, 5214, 5225, 5236, 5247, 5258, 5269, 5280, 5291, 5302, 5313, 5324, 5335, 5346, 5357, 5368, 5379, 5390, 5401, 5412, 5423, 5434, 5445, 5456, 5467, 5478, 5489, 5500, 5511, 5522, 5533, 5544, 5555, 5566, 5577, 5588, 5599, 5610, 5621, 5632, 5643, 5654, 5665, 5676, 5687, 5698, 5709, 5720, 5731, 5742, 5753, 5764, 5775, 5786, 5797, 5808, 5819, 5830, 5841, 5852, 5863, 5874, 5885, 5896, 5907, 5918, 5929, 5940, 5951, 5962, 5973, 5984, 5995, 6006, 6017, 6028, 6039, 6050, 6061, 6072, 6083, 6094, 6105, 6116, 6127, 6138, 6149, 6160, 6171, 6182, 6193, 6204, 6215, 6226, 6237, 6248, 6259, 6270, 6281, 6292, 6303, 6314, 6325, 6336, 6347, 6358, 6369, 6380, 6391, 6402, 6413, 6424, 6435, 6446, 6457, 6468, 6479, 6490, 6501, 6512, 6523, 6534, 6545, 6556, 6567, 6578, 6589, 6600, 6611, 6622, 6633, 6644, 6655, 6666, 6677, 6688, 6699, 6710, 6721, 6732, 6743, 6754, 6765, 6776, 6787, 6798, 6809, 6820, 6831, 6842, 6853, 6864, 6875, 6886, 6897, 6908, 6919, 6930, 6941, 6952, 6963, 6974, 6985, 6996, 7007, 7018, 7029, 7040, 7051, 7062, 7073, 7084, 7095, 7106, 7117, 7128, 7139, 7150, 7161, 7172, 7183, 7194, 7205, 7216, 7227, 7238, 7249, 7260, 7271, 7282, 7293, 7304, 7315, 7326, 7337, 7348, 7359, 7370, 7381, 7392, 7403, 7414, 7425, 7436, 7447, 7458, 7469, 7480, 7491, 7502, 7513, 7524, 7535, 7546, 7557, 7568, 7579, 7590, 7601, 7612, 7623, 7634, 7645, 7656, 7667, 7678, 7689, 7700, 7711, 7722, 7733, 7744, 7755, 7766, 7777, 7788, 7799, 7810, 7821, 7832, 7843, 7854, 7865, 7876, 7887, 7898, 7909, 7920, 7931, 7942, 7953, 7964, 7975, 7986, 7997, 8008, 8019, 8030, 8041, 8052, 8063, 8074, 8085, 8096, 8107, 8118, 8129, 8140, 8151, 8162, 8173, 8184, 8195, 8206, 8217, 8228, 8239, 8250, 8261, 8272, 8283, 8294, 8305, 8316, 8327, 8338, 8349, 8360, 8371, 8382, 8393, 8404, 8415, 8426, 8437, 8448, 8459, 8470, 8481, 8492, 8503, 8514, 8525, 8536, 8547, 8558, 8569, 8580, 8591, 8602, 8613, 8624, 8635, 8646, 8657, 8668, 8679, 8690, 8701, 8712, 8723, 8734, 8745, 8756, 8767, 8778, 8789, 8800, 8811, 8822, 8833, 8844, 8855, 8866, 8877, 8888, 8899, 8910, 8921, 8932, 8943, 8954, 8965, 8976, 8987, 8998, 9009, 9020, 9031, 9042, 9053, 9064, 9075, 9086, 9097, 9108, 9119, 9130, 9141, 9152, 9163, 9174, 9185, 9196, 9207, 9218, 9229, 9240, 9251, 9262, 9273, 9284, 9295, 9306, 9317, 9328, 9339, 9350, 9361, 9372, 9383, 9394, 9405, 9416, 9427, 9438, 9449, 9460, 9471, 9482, 9493, 9504, 9515, 9526, 9537, 9548, 9559, 9570, 9581, 9592, 9603, 9614, 9625, 9636, 9647, 9658, 9669, 9680, 9691, 9702, 9713, 9724, 9735, 9746, 9757, 9768, 9779, 9790, 9801, 9812, 9823, 9834, 9845, 9856, 9867, 9878, 9889, 9900, 9911, 9922, 9933, 9944, 9955, 9966, 9977, 9988, 9999.
All the multiples of 11?
Oh, isn't that just lovely? Multiples of 11 are like little brushstrokes on a canvas, each one unique and special. You can find them by simply adding 11 to the previous number, creating a beautiful pattern that goes on and on. Just take your time, enjoy the process, and soon you'll have a whole collection of multiples of 11 to admire.
