PRACTICE 3 Use the digits 0-9 to create numbers that will satisfy the given condition. Do not forget what you have learned in the divisibility rule for 9. Use only the digits once. Condition Number 1.) A three-digit number whose sum is 18 2.) The smallest three-digit number whose sum is 9. 3.) A three-digit largest number divisible by 9 4.) Form a four-digit number whose sum is 36. 5.) Form a four-digit number whose sum is 27?
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✏️DIVISIBILITY
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Problem: Dina has 95 marbles to put into giant jars .She wants to put the same number of marbles in each jar with no extra marbles . What could be the possible numbers of marble in each jar?
Solution: The 95 marbles must be divisible by the number of jars. In this case, the possible number of jars that can place the same number of marbles are:
\large \tt \red{5 \: jars} \: \normalsize (19 \: marbles \: each) 5jars(19marbleseach)
\large \tt \red{19 \: jars} \: \normalsize (5 \: marbles \: each) 19jars(5marbleseach)
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