TASK DEFINITION: In this task you will be given a list, of lists, of integers. For every inner list contained in the input list, you should multiply every odd number in that list. The output should be a list of integers with the same length as the number of lists in the input list. If there are no odd numbers in an inner list you should output 0 for that list.
PROBLEM: [[-2, -37, -7], [-31, 47, -18], [-28, 20, 18, 34, 24], [18, -3, 40, -22], [-48, 9, -5, -36, 7], [-35, 40], [-19, 15, 42], [39, -16, 49], [42, 25], [2, 31, -48, 42], [-25, 31, -12, 25], [-47, -18, -49]]

SOLUTION: [259, -1457, 0, -3, -315, -35, -285, 1911, 25, 31, -19375, 2303]

PROBLEM: [[-25, -31], [-16, 44, -11, 24, -28], [16, -29], [33, -24, 25, 40], [-12, -5, 1], [25, 1, -40, 43], [26, 0, -20, -47, -26], [-38, 40], [-45, -1, 47], [22, 29, -7], [-41, 22, -36, -23], [-9, -35, 26, -43, -46], [12, -9, -20, -18]]

SOLUTION: [775, -11, -29, 825, -5, 1075, -47, 0, 2115, -203, 943, -13545, -9]

PROBLEM: [[8, 48, -29, -35], [-32, 10, 42, -29, 37], [47, -35], [-35, 20, -7], [-27, -3], [29, -38], [43, -22, 14, -36, 7], [-2, -15, 23, -34, 16], [-16, 19], [-29, -27, 14]]

SOLUTION:

Show your work and conclude with the exact phrasing "Therefore, the final answer is [answer]." where [answer] is just the final number or expression that solves the problem.
user
[1015, -1073, -1645, 245, 81, 29, 301, -345, 19, 783]

