This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
ScanSolve AI Answer
Here are the completed flow diagrams: *a) The rule is to add 500 to each number. 1200 + 500 &= 1700 \\ 1350 + 500 &= 1850 \\ 1500 + 500 &= 2000 \\ 1650 + 500 &= 2150 *b) The rule is to add 125 to each number. 1200 + 125 &= 1325 \\ 1349 + 125 &= 1474 \\ 1498 + 125 &= 1623 \\ 1647 + 125 &= 1772 *c) The rule is to add 1000 to each number. 1120 + 1000 &= 2120 \\ 1360 + 1000 &= 2360 \\ 1600 + 1000 &= 2600 \\ 1840 + 1000 &= 2840 *d) The rule is to subtract 200 from each number. 9200 - 200 &= 9000 \\ 8916 - 200 &= 8716 \\ 8632 - 200 &= 8432 \\ 8348 - 200 &= 8148 *e) The rule is to subtract 500 from each number. 2030 - 500 &= 1530 \\ 4215 - 500 &= 3715 \\ 6400 - 500 &= 5900 \\ 8585 - 500 &= 8085 *f) The rule is to add (1)/(2) to each number. 1 + (1)/(2) &= 1(1)/(2) \\ 2 + (1)/(2) &= 2(1)/(2) \\ 3 + (1)/(2) &= 3(1)/(2) \\ 4 + (1)/(2) &= 4(1)/(2) *g) The rule is to add 1(1)/(6) to each number. (2)/(6) + 1(1)/(6) &= (2)/(6) + (7)/(6) = (9)/(6) = 1(1)/(2) \\ (3)/(6) + 1(1)/(6) &= (3)/(6) + (7)/(6) = (10)/(6) = 1(2)/(3) \\ (4)/(6) + 1(1)/(6) &= (4)/(6) + (7)/(6) = (11)/(6) = 1(5)/(6) \\ (5)/(6) + 1(1)/(6) &= (5)/(6) + (7)/(6) = (12)/(6) = 2 *h) The rule is to add (1)/(8) to each number. (2)/(8) + (1)/(8) &= (3)/(8) \\ (3)/(8) + (1)/(8) &= (4)/(8) = (1)/(2) \\ (4)/(8) + (1)/(8) &= (5)/(8) \\ (5)/(8) + (1)/(8) &= (6)/(8) = (3)/(4) That's 2 down. 3 left today — send the next one.