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How do write 625 in exponential form? - Answers
Remember numbers ending in '5' or '0' will divide by '5' Hence 5)625) = 125 Continue to divide by '5' 5(125) =25 5)25 = 5 5)5 = 1 Remember to keep dividing by a Prime number, '5' in this case, until it is reduced to '1'. We have divided by '5' four times over. So 625 in exponential form is 5^(4).
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How do write 625 in exponential form? - Answers
Remember numbers ending in '5' or '0' will divide by '5' Hence 5)625) = 125 Continue to divide by '5' 5(125) =25 5)25 = 5 5)5 = 1 Remember to keep dividing by a Prime number, '5' in this case, until it is reduced to '1'. We have divided by '5' four times over. So 625 in exponential form is 5^(4).
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How do write 625 in exponential form? - Answers
Remember numbers ending in '5' or '0' will divide by '5' Hence 5)625) = 125 Continue to divide by '5' 5(125) =25 5)25 = 5 5)5 = 1 Remember to keep dividing by a Prime number, '5' in this case, until it is reduced to '1'. We have divided by '5' four times over. So 625 in exponential form is 5^(4).
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- og:descriptionRemember numbers ending in '5' or '0' will divide by '5' Hence 5)625) = 125 Continue to divide by '5' 5(125) =25 5)25 = 5 5)5 = 1 Remember to keep dividing by a Prime number, '5' in this case, until it is reduced to '1'. We have divided by '5' four times over. So 625 in exponential form is 5^(4).
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