Number, NAPX-p111587v02
U2FsdGVkX1/EyRz8MT2YrY3bUgYmdMTPelLdey3HZdDC6bE/OxsRKU7uA06JoMbjF3DOiUEwh/eCMGJ3lkEwlawT4LRKWFU6yrQlcvqcuM1Ie/bcoWrBLGJUA9pCOl6qgvDbkmOtLnPcp5eQVay2tPkw4hyJ6atvcoI8+cHQVbmvfFs2A3MH/SOEIvQia1DAhTkKD1OUAZUd3sc4Isy9twrlvdV+4Ir1wBeicVeQBTGZiCZBo4vuI6IhAftITqABI4bob6Rcp4J6v/HANnUsHACpHQ8MfiGOE31VNRGQFn6+DDtmfKllWMk0SMsUkUvfAeNrB8CXl7HB+6yWRfh4DxQP6YkGw+b/DT5xgqwMlq85/mEt9sPgpBvXJwpk1m8KzOa2xt5wtiNgmCjdL8tAD25nUNYydRwM+fvLxNMPATS6dXMJiqPCxCuW4wN7rMFf95BzX89bkg3vXQXITWaxbDIpiieYiDdnD/oTDKFkDPQp3I9r1VGzF5YRr//HDObdKNW4CwhS+niaP4HtdwrfhmjGnqhCId7i6OJFOjl6mNrH2NtvxtzAXHjkKVjs1wj6gAeqh/kH/lubYMrB880RA8fQR69wHo7gksZApeqr6gNLCbZi/1ab361WopXxOb7jDEq7m1ZY11xYlGDG1rsgXa+Qmkfcx5VM8z0mX6IjQWHqppT6rbXg4yOcMkISJM/9ylxe3l3ATvON728wKJUHRGtamwVelVEqVXcPbc/ZoR/Dx38Ix0UK2j87hG4bo1yB+WjYK4q7t2cA97GarGa0GM272aG07tfMvjUJygAhW6nuxkbo48ljhQhp1MjF+/fk5Dac/rC/FKJxwHllfukTNSEOdebq6qUDg37KPSlg9UBHwHv0DqH2FrIBmFwWyNmYIrqCzubHWyZTRwMN+QgNNkfh6m1mlVltDMzfVX1Fc8srjVruzPejMjDRJLjfms+yL143pWsgsPgfA5HPyKCVerJM9h3TRkjr9AN6jYJeStcObSymVQDnLd/yYsygotjLy3pQ6ITS7NvfJ9ebNkGafq3XiVrDuEVpx0q6BfkSzwAvn9wzdr6ESysZwa1946UQ2Di34jrDP5LhB2ajw37ztoH0zQ9Y9nY+H7xtjHEMzyyf1x+l8XCKQ/427X9CUN4XpLpyjSNWP+sr+E04cYh9LKNS+3iEnE7nz2PcST7z31LEmNpq5OQSTeu6oeS+jRbr+EQH61MZ7cVxh971xMgk7Tq+vsTfeaPTC6tly64b5eG27MZoW+rhMSAQgNWJxH9DXmtVTUZLkqJ3jsx7hehAb7ayZSdmxC15ZKBDj8ZojdBlCgDrNUiohRtSTblORTSFWu1TaNp9jaDHJ0yRDJ9JhbqQcQW2c5xmSsfNSWqS6XeB2XSeT87Bl37QljnBq0cU5JWI+W1Pn8PmS4cdZUCWt8e6e1ch6SYlkU//t8YJ9iSidOG4AU9oBhsBA7u+3vRGC7elapGFeo1sHDH5rNlAZVZxRM5YaQX/BmwUmJ+Tc+KBAWRFSWdOGKTBCQXLQWUI9oI52oSGStGIJ4Akt4axhaC+km/jhrDSN8vnpIhg4eSU556RFpMMTcEJ25if5CIitjvjE6CCj+1w2oVFWLbdAqKYp7SEXPXhxIGnrTyvR7tCJDFXHbQOYREdOTVjqdor4PZE2cdTPjtRlCQAiWg6+VE815ZlpLa52QkUWp6DIfc7skTEF/N/94vDrzZj+XjUMmdyIQAyzB49QHba7Vv811dqeQTTldCPN/aWo1Wdvg1KY7Aa6s3FHrrvkZjFErAhHDFVLT0VefaeUaoKidwt6PnWAKqaYBm/w55lzcmCcbbk1Hnf/cR7W2WSmIYTwsdLsFXpfg1nRoPFd5/iNyXzcdhZg3qZR32A69i2V6MNHG9FamgZVu4z2EsQLz8yImjZa3GwZ63iD0nSG1h/fXPi7feGsBSpuAOjJ/s7F9tLfXon89dWu+i1V3qTnawtguey5D5LevkU2pNaALw+8wmHKd+XXi1PJ9jCqh9q7pAYp3G0XkVzAaXqD4DOlpbUEeQBxzkbdMWMU7Uokvm+nDE36dSG1s7N3AigrR1TqLXJiN7P28wH8+wUwjiACtyoktky/qeLCkSmqwSvfIEztRwrHxD53GkURO4XsVuJBZCEzVp2A3EorKTydCM1nJGVWamx+MXIqozjBrYjmCOPdKYR9f9Ki8s9NHinMI4L5A5RA8qto3fE1YaQXL+bUAwsaY3sNrr6OXSkqZl+ToIwpPhhzVw06lBnf38fPE7HMs+4s/BK5v1H4uCqKAP525U3vZoWOPOLyH5jWMntzFbAjh7p+tH5HSyE33R9VCjn9COf3SnYhcyqrlzphDczBOxaJ6l4jXV7xfWXT552sehWC/o+KAPT4kv5AP8JK1uj05PnqYsXp/r3KOzJG2jFgmxSPgUQFN+rjtbXBQJKigF4Im6F3k7G27qDQy906iFgekLhNwlxi3YXzgZkIMXedTI3NqmdcR5/5H+YkHPv6vRcJZhzJpEONGLR8tWndhJZIOdnv8bALYeyhwy/JCPSU2p16NZaidaWHQSZWOWX6pkGTqUz8bNiL0dNb5/BSkzxMTIViNb4ijvkzqfABhYof5YVu1afJMX4BRCoZbKf6g2n/Xu8spCM5CS/7iR5Z+hxiKiyJJLvEe4m2jbxUd2Zh14whK+IuyObi/7/ZkOl7suSavTC1D8meh9CcSRzm52B8bON7ZBlJlhQLeb2ZJemZMg5DNjHYdmDP0q2+sJvU7dpObVPnfk6M67MFS5kovGPdv7Emp+zqr/xqMcCFJVhYsA5OgXfpiA5oIbAdmBKKmOrpW+dZLYgsdjJKY2kS3dkUvolPB2UGtvFa1RsNJ8pwuNXfiomg3TbY/XMAPTqR59StbreHsmSPweEwz/3qMdivEzpUkAJX8o8mzFiDqfDwaLS3sv60546m1VpswuVvRfqGPrt13nC1FehhriDH1KiaQ0CXayu0yvxBGw6UwTPQJupMScDn0bsLFrjzihxMOb+xd95b0pjpODWWdeycKuJovuvhFfu5h6qmB0Ug8/o2UNPEW+AZtHDWGUd7s5iN/geeGT7jWFv81xHC0kaB1bKh1EZJO0Z9gstPTi1XEQzwXKveweb1NKXzZ5L+tEVRai/mqxIe/wIiePkP88u7Fk8eZw941/RbyTHP4K0hLGlkz+UwGFfcZfO2KK8k9LwsboWDP75CCG4BVKbIKm/wmD6JTSNyU1B3UJszTIHLWxzwE74UdR0TvaeWYITrpcbjd1Bkvimblp4kHS57KD9oLcaNqRNRkKDqy3wyLNLUKbg2bfFSnbbFsAiRXglLggOkfXqem/SYQ==
Variant 0
DifficultyLevel
498
Question
Lorenzo had a $10 note.
He decided to buy 13 tokens that are worth 60 cents each to play in the arcade.
How much change will he get?
Worked Solution
|
|
∴ Change |
= 10 − (13 × 0.60) |
|
= 10 − 7.80 |
|
= $2.20 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Lorenzo had a $10 note.
He decided to buy 13 tokens that are worth 60 cents each to play in the arcade.
How much change will he get? |
workedSolution |
|||
|-|-|
|$\therefore$ Change|= 10 $-$ (13 × 0.60)|
||= 10 $-$ 7.80|
||= $2.20|
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
498
Question
Jillian has $25 for buying some groceries.
At the supermarket, she bought 10 oranges that cost $0.25 each and 8 sweet potatoes that cost $1.50 each.
How much money did Jillian have left?
Worked Solution
|
|
Total cost |
= (10 × 0.25) + (8 × 1.50) |
|
= 2.50 + 12.00 |
|
= $14.50 |
|
|
∴ Change |
= 25.00 − 14.50 |
|
= $10.50 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Jillian has $25 for buying some groceries.
At the supermarket, she bought 10 oranges that cost $0.25 each and 8 sweet potatoes that cost $1.50 each.
How much money did Jillian have left? |
workedSolution |
|||
|-|-|
|Total cost|= (10 × 0.25) + (8 × 1.50)|
||= 2.50 + 12.00|
||= $14.50|
|||
|-|-|
|$\therefore$ Change|= 25.00 $-$ 14.50|
||= $10.50|
|
correctAnswer | |
Answers