Advanced coin counting, making change, and solving multi-step money problems using pennies, nickels, dimes, and quarters
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This is very common! Use the memory trick 'smaller but stronger' - the dime is smaller than a penny but worth more (stronger). Practice with real coins and emphasize the ridged edges of dimes versus smooth penny edges. You can also use the phrase 'Dime equals Dime-ensions are small but valuable.'
Teach the 'counting up' method instead of subtraction. If something costs 67¢ and they pay $1.00, start at 67¢ and count up: 68¢, 69¢, 70¢ (3 pennies), then 75¢, 80¢, 85¢, 90¢, 95¢, $1.00 (6 nickels) OR 70¢, 80¢, 90¢, $1.00 (3 dimes). This method is more intuitive and matches how cashiers actually make change.
Break it into smaller pieces: First, have them find and circle all the money amounts in the problem. Next, determine if they need to add (buying multiple things) or subtract (finding change or money left over). Finally, solve one step at a time and check if the answer makes sense with the original question.
Both! Start with memorizing basic values (quarter=25¢, dime=10¢, nickel=5¢, penny=1¢), then teach skip counting as the efficient counting method. Skip counting helps with larger collections and builds number sense. Most 2nd graders can master skip counting by 5s, 10s, and 25s with practice.
Teach them to sort first, count second. Have them make separate piles for each coin type, then count one pile at a time starting with the highest value coins. Use the phrase 'Sort, Start big, Skip count' as a reminder. You can also cover some coins with paper and reveal them gradually as they count.
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