84 divided by 7 equals 12 because 7 times 12 equals 84. Recognizing multiplication facts helps in division.

65 divided by 5 yields 13 since 5 times 13 equals 65 exactly. There is no remainder, confirming the exact division.

Multiplication fact: 12 times 8 equals 96, so the division gives 12. Recognizing the multiplication fact helps in quick division.

Since 12 multiplied by 12 equals 144, the quotient is 12. This reinforces the square of 12 for efficient division.

Calculating 56 divided by 7 gives 8 because 7 times 8 equals 56. This is a basic division fact.

Dividing 132 by 11 gives you 12 because 11 multiplied by 12 equals 132. This division uses the multiplication fact for 11.

Since 13 times 12 equals 156, the division result is 12. Recalling multiplication facts for 13 makes it easier to compute.

15 multiplied by 15 equals 225, so 225 divided by 15 results in 15. This division problem reinforces perfect square relationships.

Since 9 times 16 equals 144, dividing 144 by 9 yields 16. Recognizing the 9 times table assists in solving this problem.

Multiplying 11 by 18 results in 198, confirming that the quotient when 198 is divided by 11 is 18. Recognizing these multiplication relationships can simplify division.

Since 14 times 30 equals 420, the correct quotient is 30. The problem highlights the use of multiplication for confirming division results.

Since 17 multiplied by 21 equals 357, the quotient is 21. This reinforces the use of multiplication facts in division.

Dividing 192 by 16 results in 12 because 16 multiplied by 12 equals 192. This is a straightforward division problem that uses multiplication facts.

As 25 times 11 equals 275, the quotient is 11. Recognizing this multiplication pattern simplifies the division process.

Since 18 multiplied by 18 equals 324, dividing 324 by 18 gives 18. Recognizing square numbers can make the division direct.

When performing the division 175 ÷ 12, 12 multiplied by 14 gives 168, which is the largest multiple of 12 not exceeding 175. Thus, the quotient is 14, ignoring the remainder.

Multiplying 17 by 36 gives 612, which is the largest multiple under 623. Thus, the integer quotient is 36 with a remainder of 11.

Since 13 times 65 equals 845, which is the nearest product below 849, the quotient is 65, ignoring the remainder. This requires a careful multiplication check.

Multiplying 16 by 62 gives 992 exactly, so the quotient is 62 without any remainder. This problem reinforces the direct relationship between multiplication and division.

Multiplying 17 by 46 gives 782, the largest product under 785, resulting in a quotient of 46 with a remainder of 3. This tests the ability to estimate and verify using multiplication.