This math topic focuses on determining the ones digit of the results of powers with small bases. The exercises involve repeated multiplication of the same small number, such as determining the ones digit of numbers when 2, 3, 4, 7, and 8 are repeatedly multiplied. The problems enhance skills in understanding the cyclical patterns of the ones digit when small numbers are raised to various powers. This skill set falls under a broader study of digits and divisibility.
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Find the ones digit when these numbers are multiplied