Do you know how to solve the following?
1. What is the remainder when ${2^{1990}}$ is divided by 1990?
2. What are the last two digits in the expansion of ${1947^{1947}}$
3. In how many ways 5 distinct balls can be distributed to 3 distinct boxes, If each box must take minimum one ball?
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Some sample shortcut technique videos:
1. To Calculate fractions fast:
2. To find the correct option when options given closely:
3. To find on which weekday the given date falls, when a reference date given:
