20199
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
Variant 0
DifficultyLevel
446
Question
Penny has four 20-cent pieces.
Fi has three 20-cent pieces.
Sophie has four 20-cent pieces.
How much money do they have in total?
Worked Solution
|
|
| Total Money |
= (4 + 3 + 4) × 20 cents |
|
= 220 cents |
|
= $2.20 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Penny has four 20-cent pieces.
Fi has three 20-cent pieces.
Sophie has four 20-cent pieces.
How much money do they have in total?
|
| workedSolution |
| | |
| --------------------- | -------------------------------------------- |
| Total Money | = (4 + 3 + 4) $\times$ 20 cents |
| | = 220 cents |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
449
Question
Jai has fifteen 5-cent pieces.
Jax has eight 5-cent pieces.
Luke has seven 5-cent pieces.
How much money do they have in total in dollars and cents?
Worked Solution
|
|
| Total Money |
= (15 + 8 + 7) × 5 cents |
|
= 150 cents |
|
= $1.50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Jai has fifteen 5-cent pieces.
Jax has eight 5-cent pieces.
Luke has seven 5-cent pieces.
How much money do they have in total in dollars and cents? |
| workedSolution |
| | |
| --------------------- | -------------------------------------------- |
| Total Money | = (15 + 8 + 7) $\times$ 5 cents |
| | = 150 cents |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
452
Question
Mitchell has seven 50-cent coins.
Claudia has four 20-cent coins.
Bailey has nine 2 dollar coins.
How much money do they have in total in dollars and cents?
Worked Solution
|
|
| Total Money |
= 7 × 50 cents + 4 × 20 cents + 9 × 2 dollars |
|
= 350 cents + 80 cents + 18 dollars |
|
= $3.50 + $0.80 + $18.00 |
|
= $22.30 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Mitchell has seven 50-cent coins.
Claudia has four 20-cent coins.
Bailey has nine 2 dollar coins.
How much money do they have in total in dollars and cents? |
| workedSolution |
| | |
| --------------------- | -------------------------------------------- |
| Total Money | = 7 $\times$ 50 cents + 4 $\times$ 20 cents + 9 $\times$ 2 dollars|
| | = 350 cents + 80 cents + 18 dollars |
| | = \$3.50 + \$0.80 + \$18.00 |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
454
Question
Gretchen has five 1-dollar coins.
Jules has eight 5-cent coins.
Rodney has seven 50-cent coins.
Manny has nine 20-cent coins.
How much money do they have in total in dollars and cents?
Worked Solution
|
|
| Total Money |
= 5 × 1 dollar + 8 × 5 cents + 7 × 50 cents + 9 × 20 cents |
|
= 5 dollars + 40 cents + 350 cents + 180 cents |
|
= $5.00 + $0.40 + $3.50 + $1.80 |
|
= $10.70 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Gretchen has five 1-dollar coins.
Jules has eight 5-cent coins.
Rodney has seven 50-cent coins.
Manny has nine 20-cent coins.
How much money do they have in total in dollars and cents? |
| workedSolution |
| | |
| --------------------- | -------------------------------------------- |
| Total Money | = 5 $\times$ 1 dollar + 8 $\times$ 5 cents + 7 $\times$ 50 cents + 9 $\times$ 20 cents|
| | = 5 dollars + 40 cents + 350 cents + 180 cents |
| | = \$5.00 + \$0.40 + \$3.50 + \$1.80 |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers