20273
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
Variant 0
DifficultyLevel
576
Question
Kat went on holiday and spent her money on accommodation, meals and shopping.
She spent $1200 in total and the pie chart below shows how she spent it.
How much money did Kat spend on meals on her holiday?
Worked Solution
|
= 30% × 1200 |
= $360 |
∴ Money spent on meals
|
= 1200 − (540 + 360) |
= $300 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Kat went on holiday and spent her money on accommodation, meals and shopping.
She spent \$1200 in total and the pie chart below shows how she spent it.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Stats_Prob_20273_v0a.svg 450 indent vpad
How much money did Kat spend on meals on her holiday?
|
workedSolution | sm_nogap Money spent on shopping
>>| |
| --------------------- |
| = 30% $\times$ 1200 |
| = \$360 |
$\therefore$ Money spent on meals
>>| |
| --------------------- |
| = 1200 $-$ (540 + 360) |
| = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
582
Question
Evan went on fishing trip and spent his money on accommodation, meals, bait and petrol.
He spent $1080 in total and the pie chart below shows how he spent it.
How much money did Evan spend on petrol on his fishing trip?
Worked Solution
|
= 15% × 1080 |
= $162 |
∴ Money spent on petrol
|
= 1080 − (378 + 216 +162) |
= $324 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Evan went on fishing trip and spent his money on accommodation, meals, bait and petrol.
He spent \$1080 in total and the pie chart below shows how he spent it.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Stat_Prob_20273_v1.svg 550 vpad
How much money did Evan spend on petrol on his fishing trip?
|
workedSolution | sm_nogap Money spent on bait
>>| |
| --------------------- |
| = 15% $\times$ 1080 |
| = \$162 |
$\therefore$ Money spent on petrol
>>| |
| --------------------- |
| = 1080 $-$ (378 + 216 +162) |
| = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
U2FsdGVkX1/2ekwwGX+Y2uHQE06fN7GegcLarcckfCkbmii27BLyYGKFXGOHjDfb8zm5w0W6fhA9+MCJszJZc/+VEnOpcWPL7Hg2vf/7+yoo0zJbhOGm4AQQSnwj0c10O/LOJSFWJ+lReLKn5+wF8ds81Pbw4Phz/jWu5Ij5VzfigORLsNH5KmZXk5YeIQCTEZPyhp3Hpr9BIIDtrKGtaWWKhlgExITIKmNx7njECW7rwxlVt2zDHGalHQlnZvcOPrEs89VsyLMqpHXdNUAazMDTa7RnbIza9MtvvYYgOQaKc7Fw59aJ9r2d1aElmzRioNFae+zeJkkjthT+y3/NMStlU9Ip9402eehIW0la+jUrUdJp2egt6Ay/mPB2ddFhdUHl1gsCoxgJ8C5n/Tism4dY0bVmtZq57o5JGmUaeR6HR8b+nO/IWidd61A1JvLFqnGPuAVIFtKPHFtQuEXcXRq2shdH1x9w4WJjj9AhYiN5vsiv5adbIm0jkpYAvLpbUcVkcUn1NPUTSwcSr2iHaB5jRSCaKVVwu4569rmnZSi63mH+P2hxF8FW8X7EXu1OzPylPvLiLnY4Hj9189erlVhHQkZLj+Zwk7/MXk+E5vbkGKEyDyUuVqWp1V1K09T8O6CO2xFGFYsvnoy4XlQ65ZYZ0hgtJCCzhhR3sRMqiuoU/yQ7FsvVY5czoda8P14JMVWcOcZnYpKxbGiOF75KODnNxiqMjAk7QValBKDA0cnm7PIzYhyXuUBvTCwDCKKGKcx+Bok7SVOn0s8HcPWgW6BDf7r2mT7JlNY4dnoOgjvtcZ3dzdk6bO/QKoxrXr++6dZV8wPb6HT2URYBYzu9NBwEjTRy6NLOm22stVUIBH3Qeppj75o4pTDBrNhvFbWEVYxOTkiG4zM8sptfv1v5dA1o/DvKw9ORdZbL4mZUUgdhCYqNzuN/1bDo1D4gNiEB8JaeJe4mEjLmmHPG3RIRraIQ0+Ie+0Qn2+MOFqwSuX6bXxqxQVYzSNF+ZMZifGKxmsFBvYko7ZIaQYLkqVFanlplJkv4jg166ohluBemD6Z6dBRoQDnSMinfb4VoK8Q3JQEwHzCPJSgjFs3lEoWcYE5Uigb2kOV7W8H88DWtNVma2KDzKCy/eaZroE+HDKijmnn9xggy4NFUEqv1PQ++2JP1z5AgI0BZz0rNrXi7WrrZWJdimDf3N1teByLbvjzYCEQqNEqWtnWooGLe0FMrb2Zjdm0SfNNO9O/Z36wVpJttPa5Ln+nnfab36M/ui31FhHwDg8kPxB1eFeGJ534r5AI8xMc69F6mRyIw/+veS48YEB5tEhiGXPiQICOe7KA4UZAV6I5U9PUIvbLhGWrfnfmR/yFqu8G6jkKvfGQAYhDjCAQOQPBVYs2mEXQrJSRIseFKDlnrBwFzds3HdEJdZJQiqGVVqkYmsMM3eHiJN5Bzwr515QfsasPF56zDGDWeW7ouEEnEpahRO2rDHZvUlMwpy55YGkusSKsU+nvLYt82xopafdnoZw6DdTN/KQrY/CqZEWsurcAKKkxXnOQkwK4ue7yt0jHrCWJp+bQ2WMVMhrfcievhMobeDDcRkVM6msNI14xsoM90L7/Jg2EKkDDfqxxgyluHBxOGvY32a1wsyI5qcCBvAGFteJ7Ig5UrGx6/L4qrLCimO4xHv8tjfxYM9Eai9tl6njuT9cGsDg+3biHoTcjCRK+K3uhHi1WSq1nta7uwYMMcqTJjWMt/UaGbsP3pLl4muJ4CY/9N4hbvPUU/GVSOQUu4h3RgGPtW2mAYqe7uWzXsIsIqiWpoB6qA6h7ixtb7sfvIayXrHfoKXKULc6BTDwapKjwFsLowsmop0ExnR+YXDlGfums0u5HpwSoS3cSIVfHPZ/0ia3yHw0HISJPua+Cglq17aB2rJy+inHOabL94GaBzU7Ci8g2RS0kzqCTrwXUhyajUY72Rk1VyQGJYxRRrSRu87+KVyPa57CaqTTqTn+1r0ypl3EE8YcMyY3+j0KvERbD+2VJcg/p2NoD8sqfMV4t6LaYHvmsKLNywZBLLYgiScSOJReiavm8tPi80SUgL9GK+/e08hTJpQKyB6p44r8ehmSc/t8MoVsmgx36ac3NRyDUaXFlPWmx1YsUP8JNO8b5vXmJr2AatA7/hXiEywPVJAhpJCuWimu+etpD8Hj0dAjfxprCDCnTzcw4SbWzMiC2MvViqCVkdG8+1EAYrmFc3f+P/Y4Y7V72u+NhtlFgb+msvUjfTT+qlNKsdjOMocO4rnvWQMche/+ZQwJJjkKfngoHqpz3I7twnEvESznoo3fWB9r6a8FsaRCXbw1oOGlp7H9viFx7cDjl9NdrK2N1nStaro0pjrQqHLG0Alo+6ivnZW7YnEbmfwW8Y6xZWDjAdBEScfzwgGRQx1ykKtM8t3nfY/mKXhXrvfRlfnWp8FtYL4PJW2vDomOHQqlpr2c0pCMJPa3+khkAcGGFQkprcxOYFJFYNFrsQcNKVduQsstv/qLlB4tbKvuzcH53sUiVpb8Bo38loM3JEALEezjsl+AqHQRR8Gu/RjFJW5CAD1kqLtq+Rn/p4J+CoIGvfh2CqZbCoi8dN0DnC2lEjZh7ga1tINWrt6MV80uqR4khEZ0QRDGbmdn8vyUdIs+q6nxlJHRhjMHtrk0tvyxcG0ek/a1G3+ZOhWrVVr/5rp7mFh6EEkS41YE2GDwsXOflQ1ujog0tE/ckHLRJYP25VTEqhg+9wLkFIZ31+Khl8Lfi1mmvGXQma/PRxq7TrFG0Dw2wP1TtFyae1cx/7+5luaygA7zPH/V8gN8Lo4lnLx5YtSheIuipyf16X4RoI7mQZKDbKEIpMZSsXEOGrDCY7mjMEidtvt943doD24jyJOH+wt+zJJWeFcZgvPHCMvMsA2+JEkVPMmazKCXaydDiHE2VPP+LuibCnQYVwKvJp4X8u7dp2hON6nt+iM+zvhptf1V5uqShv9sxb8VXehE2mLwv1t2TJmvOA74W9GMsJAdLtOiIXKlts+srIDffZi3P7NmAlr0xarwILakkP9jqQwufaOuTia32sSxgHB/kaPsHxk/ArF9yNNUuUynNftx4iVTt7yePeJhlDNE3HqE7wJ8wdCmqlLptO1b0kH/FKF4BTVq9guXj2sFl8qoXfA8fgYpXvg8jQMmUzGvR1XTIxDmmUY4xaIu9Sqq7PDhSlr0b6t0Tt95bt2AsHkL9Eblzy4mt31YC6kDyg20SCM5EhOL/R99kRFyctZJL2hLigKdK2ISD2dmoLTojiqjd93SSBrgF1DX3bJtFl7DhoQs2K1foZO4J6L8bWJ6G13ynoYIlcIzDhlyh/giAZUHzPGQ9DrdWJjvvSZtqJIog12/nNA+FrwZ7NQ61N7BXjuoCcGNVA+xvbz1FiCQBAwxRTAL0G94UJmFwDc0MAk6pDQvgbTng13zlFkkAskQ8MVXecUKvmF7jp7izH5NWhgZfTUC+N5DSNv0cZxdbTbCb/pcG+UTTjDFuxXdP5hwXKGRLVhMzoTAgylf83UofLbXpvpZ7tePA6wsLT/JfB9nDJxzic+GzRRiAx8Ce8cnca+lsfI3JYZPWbvTVzl2TKb2WL6hsaiU9QZFxRKJ2T6cmLb3wg+KAysvqnvYjamAybpVvNB31McpBwEaDq1ZjEvWADN8AQGFViuu96S4BpbUB3/ycmaILmIxRmklGMy9fTVwIo/yMduEamcwKlydhcQlHPffwTt/dmaxH70Dfb2dO5WWk5Q/fb6JnhFG/9ZBzAL48EEndRf/cpB/sLpus14m+uPVfkozAUU73yYi22Z1VSWoK0RAi5CyRA5yIvlrwP/LFmOghJOIBAgRAC9DLy/NSgxC4gthfcG9VNywtm3UWNdm23tXfYxBdl+UR9bzz0jEorEDTAQ7GcVFtMo6ewZlRKTIlF45GtEC2LbTtjh+Ji3LCEvLxDlJcfSuQzj2teHuWjCARBnv7l5yIdF98l4ZzrS2lkTsQYezmLarJI721HbXnMrNCe86Eunh3v+9/gQ8A9tZlBXaMlsYlLuDHMV9PZvQ8Co05uuJfqexEeMoOeliO60uC24tBry8wMSZ71H/3s7M6yGCR1hB9mw0yEMMD361kbZlRaWuevqeK0SgiANmeQ9ah8gmN7mELpW9BHlwxXhW5PCNYCIUveNYl9SwkcjBR7kHYFi2mA7Rl54OBU2HwWfUrhhc5NRdXRLUYbBY1v/qhmct2Qi1sBy0lAoAZFZQPZbLmjKBzGaUB9zg/afeMgbQp381LkpEteybGYazLUXC7KyaC0hOHnDvzfQsOwKjGYB1GPcCJhvi1uXTiqw/Eo/+At5fJlsk/LixmWStcAnxx3xMUkPpWPMr4N34M0X0TkJRDkdjQ=
Variant 2
DifficultyLevel
578
Question
Jade was planning her birthday party and was allocating money to catering, decorations and marquee hire.
She budgeted $5000 in total and the pie chart below shows how she allocated the money.
How much money did Jade allocate to catering for her party?
Worked Solution
Money allocated to decorations
|
= 11% × 5000 |
= $550 |
∴ Money allocated to catering
|
= 5000 − (550 + 1200) |
= $3250 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Jade was planning her birthday party and was allocating money to catering, decorations and marquee hire.
She budgeted \$5000 in total and the pie chart below shows how she allocated the money.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Stats_Prob_20273_v2.svg 450 indent vpad
How much money did Jade allocate to catering for her party?
|
workedSolution | sm_nogap Money allocated to decorations
>>| |
| --------------------- |
| = 11% $\times$ 5000 |
| = \$550 |
$\therefore$ Money allocated to catering
>>| |
| --------------------- |
| = 5000 $-$ (550 + 1200) |
| = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
580
Question
Oliver was building a deck beside his pool.
He allocated $7500 in total and the pie chart below shows how he allocated the money.
How much money did Oliver allocate to the timber framework for his deck?
Worked Solution
Money allocated to Ekodecking
|
= 80% × 7500 |
= $6000 |
∴ Money allocated to timber framework
|
= 7500 − (6000 + 90 + 210) |
= $1200 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Oliver was building a deck beside his pool.
He allocated \$7500 in total and the pie chart below shows how he allocated the money.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Stats_Prob_20273_v3_1.svg 550 indent vpad
How much money did Oliver allocate to the timber framework for his deck?
|
workedSolution | sm_nogap Money allocated to Ekodecking
>>| |
| --------------------- |
| = 80% $\times$ 7500 |
| = \$6000 |
$\therefore$ Money allocated to timber framework
>>| |
| --------------------- |
| = 7500 $-$ (6000 + 90 + 210) |
| = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
588
Question
Phoebe is calculating her mobile phone and broadband costs from her latest bill.
The total of her bill was $252 and the pie chart below shows the breakdown of her bill.
How much does Phoebe pay for her Premium Plan?
Worked Solution
|
|
iPhone cost |
= 38% × 252 |
|
= $95.76 |
∴ Premium Plan
|
= 252 − (95.76 + 75.60) |
= $80.64 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Phoebe is calculating her mobile phone and broadband costs from her latest bill.
The total of her bill was \$252 and the pie chart below shows the breakdown of her bill.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Stats_Prob_20273_v4a.svg 450 indent vpad
How much does Phoebe pay for her Premium Plan?
|
workedSolution |
| | |
| --------------------- |-------------- |
| iPhone cost | = 38% $\times$ 252 |
| |= \$95.76 |
$\therefore$ Premium Plan
>>| |
| --------------------- |
| = 252 $-$ (95.76 + 75.60) |
| = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
582
Question
Grant was organising a sausage sizzle for charity.
He spent $600 in total and the pie chart below shows how he spent it.
How much money did Grant spend on onions for the sausage sizzle?
Worked Solution
Money spent on bread and sauce
|
= 30% × 600 |
= $180 |
∴ Money spent on onions
|
= 600 − (180 + 410) |
= $10 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Grant was organising a sausage sizzle for charity.
He spent \$600 in total and the pie chart below shows how he spent it.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/09/Stats_Prob_20273_v5a.svg 480 indent vpad
How much money did Grant spend on onions for the sausage sizzle?
|
workedSolution | sm_nogap Money spent on bread and sauce
>>| |
| --------------------- |
| = 30% $\times$ 600 |
| = \$180 |
$\therefore$ Money spent on onions
>>| |
| --------------------- |
| = 600 $-$ (180 + 410) |
| = {{{correctAnswer}}} |
|
correctAnswer | |
Answers