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What is the digit in the unit's place of the result of $795 - 358$?
What is the digit in the unit's place of the result of $795 - 358$?
What is the remainder when the number represented by 6666... (100 times) is divided by 10?
What is the remainder when the number represented by 6666... (100 times) is divided by 10?
What is the last digit of the sum $4 + 92 + 43 + ... + 499 + 9$?
What is the last digit of the sum $4 + 92 + 43 + ... + 499 + 9$?
When calculating $(795 - 358)$, what do you obtain in the unit's place before final calculation?
When calculating $(795 - 358)$, what do you obtain in the unit's place before final calculation?
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In the expression $6666...$ (100 times), which of the following options represents the last digit?
In the expression $6666...$ (100 times), which of the following options represents the last digit?
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