50143
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
Variant 0
DifficultyLevel
577
Question
Benzin bought 16 pencils.
He bought:
- one packet of 10 pencils for $19.00, and
- three packets of 2 pencils for $5.20.
Approximately, what is the mean price of the 16 pencils?
Worked Solution
|
|
| Total spent |
= 19.00 + 3 × 5.20 |
|
= 19.00 + 15.60 |
|
= $34.60 |
|
|
| ∴ Mean price |
= 1634.60 |
|
= $2.16 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Benzin bought 16 pencils.
He bought:
* one packet of 10 pencils for $19.00, and
* three packets of 2 pencils for $5.20.
Approximately, what is the mean price of the 16 pencils? |
| solution |
| | |
| --------------------: | -------------- |
| Total spent | \= 19.00 + 3 $\times$ 5.20 |
| | \= 19.00 + 15.60 |
| | \= \$34.60 |
| | |
| ----------------------------: | -------------- |
| $\therefore$ Mean price | \= $\dfrac{34.60}{16}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
U2FsdGVkX1+vYiMzQBCe/4uxAZTHyZubbzwkiWZ8B60Tw94F1xoVQkaJsgsGWpuIRh/2fhzci01La7SK6LsaiAd7kxf1wEaOzhpTNkPPq1DrrBr9Wc+Hdk/RI32dPOovSxx29oKgTi7mPUHbbPxbpjcvFi6lV1JBLL70aJ59b0pvES9o1PkSHWTy3jPbuZOTbkIuCCJTaf3VAl/6ZSijokNaYi4RqMvXvyE5HdcqHAGpK7lmVOAZ+WJyYhp1NKazDdCpIezG1wbss1xJw3Mr7nbd892WLx4YC7q0eBlhssPmsetsUl6Q6FfprXvKouK7rGaOptSj1Zwg14BMvSB3uTLnnfT6Ff9gJKNa3snU4f0u0CMxTDAEa2lYmm7li0INREGc+KWwoK5LmUoMtOOaB3IDFsrBCwUUrsas5hdPfMwD1BiLb5zafSRTKosdlI0cmCYE/P4Zk0eAQ6eNsg8JQ2L0H1MicVlUsNUbzWGOha4b7mytBu4l0CovKjTP32w8wEA8pMGMJQe0NMHDluiNXUaNLrPipmsOSpOBZ3VPvCuM8qUhiooaK3+haQ+wxolwnt87u1t5aOUxnfweWtgidPJdeUwRl+6VFe6zsG9xUI6Up2rCPUaXwyBGhPYNJyFSP/KXri0USuZyODu94vAu8RHuL4p/YjyFaDvTnNxRgRAYcnc1D/FM52vvk8bxeTcwSrD+HBxlmVEgnTNyrQbLJrYjhx//dBMBhZxGc8pOVtHhSsl0SZxl/B/E9TkNH2qipzHyXVX6QVn6x8GjRbMlg7G1D312m9RYkiybYYFQdacqIMoQq1QjJaV0L7xxD9yuiN4zADmeoTfUFO5suw4GpV3vI6sXvDNC3lQzPYoK4qYfo6ngcJqNjn2YWSFhk2IGcWk5EZxmc0mZnP8Fz/m6wAz/9D1TROB4kW29ZurIlMcnWyLOpBuAYeUBC2/RsxuOLLtQgkwB1RIiGhxxrmnKKQxWwyb4mWfF7MllEGBjHmFWkV5C5AjkHiiTGkPxWDOLuqYVybSlXba29mVkxTpiYsKxqe7dBzRpCI8a0yt0oKtGV/Yy3p8JAzDfcrHxIUnWhBhkDDMvxMIzXk/9nBprNMl+vnIjwiYOhfpczNF2Y/vEmbNYAsFrgOMuXn7SSRmFOuq+ZSRHVVVXjWGtfKkRQWqTdzgenVVQ4E7QIPw7PvyqzTiLE6chHFAHljCZcQC8sclKnJ7GN9y/tGsoxxSzS2TWR1tS/DUFk/9kvkRzvcQkWnJDvfOZQHdNAkw0lExx58W5TkA0lvc54s8hvO11Z89ite8sChU0zV5+lH6nvJrTdPU9WpDNoH4s9eFTs/PIoHlxssOdlfYWribPJ0QgkQ7UjCOV7erL+2y6XR1JWOQXixNgcY5kOFvIITOWcEgwD8zQK+ReuWve+Z/bIP3/2LOeAMqlCMfYGkcrmwZv3AN/VJm3MxWomQGoqxlwq0hIWVP/0cg9RRFpaBBXsC4uGg8FdvmnroUs/OhB5VRXBFXEXfZwFdzBDTCds1/jAGZojVLht+xT6oOdMbguWdGrFU4rzYh+EIELJ1zBLX4h/inqB9s6F6mpULHfvbniMmnXlCWkH5fGoSokstGSczfsvuskgAZl+4GCxLJmN7h2xmXB4A/WpUJ542fcdm1sLPqK3YOGYLPoY/xySHYezkRssdtCY6M1FoSwGWmLD1OCEd+DGhEeZspgoPjroZ53uc2Za/B10+BJxLkyYRLRCMwMeFYWc08sFX6DcAu7Ia3Lz//dSoNX+hmUvCNKI7q2MydKfRwxltdGVGASjyW9AL1gBNGkyzYyCwVLYjMIvUz3DxzjMScuO5owoAHUKqYcYgJfpEThrjM9cCwkP1a6l8Vqt+cfHLwdbbhla5cV0qlMYJC/xzNFPzOyjVsAAqVYwrTc7BTp9drcAozE1zo4Zd0krnEKXN4cRwOJ3L265oYytpouEUJsw1VqGyLcOYq08IzdWdfcKUPFSvWigUBE8KM7wxo2gMTGdP8DliuvNRsVUc6En0nwrZOhgRi/ZGHf+SLH945g+8A70K2cRzyGmSGfkLg4LPvQXVSpFlLOCeapZqC9rLx8sQxKVmakUlIx+Tgs5JLYCOmXTD3e+QVYH0yfaUnJnPjijqrAfTyKarS7lmw0tTrhtpNZ2hAVDZNaCkFyEPYG8lU6rcPjYstT2KtWAyGvEWAwEmniEQ9N3LtQhvm5h1M0Os61vsvTP/4h4DwlsptkMILDAUcHBibQTtjuL6d4hCt2+JJbEiBMTBOukisj7EgITdzENrOpcQ/pxqINSQnN2IeOqZt9i4bVYeGZg49I/51jN1Wz3CR24a6+LJSrPfhVW73YReHMZxqfDKNLo+bvR/TXwhXQ91Xggj6+xE24uN/wPa3i1Vw7q/zDU+mja8TsB5Sx92wJQNFRIzsZ3HU8o1IU4dfkUOL/4XCmSFz+bZCvsb7HPZ44ae+pSJA5Evm2B3VC/J2UuQB1EpHU8D7Tx0sjKRB+CC8cdRUaep/vnNWuEuEP+oogODiY45Mr+Fif12rfolgF57CHtNa5WJVIMRQ4ByWkd/PrD0KUM/t21orfng6NRW5hOJvqGYRhzoaIgIaYcOGnUfe/9VFE/Ai4XmV48G1y7ZciBLAH23pZUNzSB+5HOMP7a2BE0bXk8D2t/wBY6JGssSnuUnDu5pnZUcIJZ7J7TYRK+XIhI3tJJuYO3Ryo7Pu8duTyK8krpB6N/E97Mk7Ee36izcvS8dZ+69/sIkzqtu4lwvuPlQm5/h2Mwg1Cy5/7lHj3w/+tPpZEz2avj1V1dnyHZv2N7xKOf5haHID5S9K1Byr97091lP7qJ902sxPWUMdlxGlkLU5xZPgy5lOOWJ0LQk7QlrERrKDnHo/CiSs8dl5y3K4lnNU7eMer9+AiFprWyWzwMENtZ7Oq/3D7yyHIjJ0ZBXRSJQcw82txGwDK0jtLd7OY/ZIVSA23dsdPey9CgszdcvVDb76QntfO56Gsk2aPE8Vb2AJQEWyMTtsimhRB9mES5L0uk+A/rUKfqV1ElARwWc7OaxMymesT7cX/AZbVAPdo+waJXiq9BIOVim/jxaLSOlCk8OF36darp28LjP/uS21Tx+tODJRhrDvG9scBhuVa3inDpC5QxHntatC59fj+npVZvKcV/fGOGWMhLxuR6xuU/P7tjUCcnayV67JOzxl93+apCNhFe5rg2bYOXC8cpak8DhPaTtlChdwblo90yIBx15pJpVrXVRuC4h8aO9+dCYrbu5FMjFBD1hJPMZ/2wppdInxFqH3zqkGLABky2SK4Ftsa1qWqhX3UUzhLeJ42USJWO2ElJsA5UyXwjmuV9YnPXQwNgByTKKZJn3Eyf5Wsbr2AwEV6FrmFk5Ap9H4MP5YRmZ6PBFKEON0UR82r/kk9dv+HNdUTG8F1BYvnD84/ZujGck2K3A6ugQU57AFDdMmpG8vp5Jwyc3dIXolMsR9jj0Ar8BlDg2+15Od7djpMFm2XoMb2vhSo1Hy7LYOglTzSEVWw/AiI6DSkQ4S7vy0k/4lhtuzIZkpngKgbTe6od5rp4iG056BG86OzIsTsxH7qCkSg0f7Zvqk5+dJw9P+WlbsIgTs5Q22BFZkyn/WlqFEbhspAO9nhgpL7fl52kR81UrCRBdL67cURzE60bC4ifRj8MJ+VD8g9qGYRc0Jd49FNSm6SFqN9du8AapUkjhjwJ4cj+OiA9q/Rp5MFj/rDcvib+tR9inZR2CgNcG2xfT2Yd6GndDUjTHDtz3TDXlPlRJjbBWKgjN1tbkSQvm+UdccoFc4xUTVAz0vysrqtDxuiHtLJYVkUESWD++b7z49gwX6grQaSulI/44ysl5pZ2WGkF/6MagiVkSethbl0AZU2evYSvGb8bNUg8Zr7UGKTd2AbVbtfGigBBFqJLAH2s555UuS2RBkm1EJTgySIk+CQIUeX59M8NsYuUuCavmGGIptI9Ti7JaL+eVygPRCA6azTvT28GoxeK6hlJAeD3ePnKtsBqk8szfj0iMjzN0wdUXBiaVBk7k1ojAnN0VsZXH8Agt2E3/HDjRu5zh0xcsHUBuw8DZ8ahS6f/POEJMSGaHf0IJo93UsNJBfBmEXvIteXVVAI3FCdw1fhlszjqnF0Kdp6fOvv0vFeEBKkllCT2astJSnjT9E3XNtbpc4aA3dcQ2yRqbpl3PmYaJIeuZxq7uXuSlmj/6i6I2roJrRdzT0i8YQjJ7kOWgFbebwLiWXhDoMltpQIhmYHqeL/yio/Rj6Mj85TB9NQe7LfIILmNcunfnlALvq96eJrzuBbHiuhjdqwo8VlQQLUo/VMxUdnh6K1VWVLQLwWjRQOSQSYWNjhx9p8Oyg8Z+fAqT+i2OrSx6C9qtsGQ7ZGirHr91MQyA4oEGf20mQYADumQWhI/AA5ErYRKvkYWxLR3VH2sADtT4roiKZy7mw94V0VBW0X4ejuUUF18fz+3XRF3njjkmJTuQf8vIO98Um374ogvMgxp2e4Oguvmt5mkVy2SAyBze+QyHQnDR1MiJHc34wx0QJpOWxV0zROT0nMF7RhFF0QvhIJbWTUsOLe0jQ7vAAajRkRO4PSTxH6T/6FNntYY35P310neMcMzMzz7veO4USPLqZ6VdFzKVFvit4QTlMm5gHw/lzUtlT55TOxXacQFMHHb0LkdohibctT8RQ9HZEylaDG4+CtghUqWC1/X46T17QoHGXdCjKpmAlboAeixsgYVuImTyJX4eiHiVGIvR9LyINxTt6ZA73Hi3kHem91WY8lql71XceP1F7mpw9e1jwmEN2VhhYfukSZef7de7JKMRAdQPs+nOVqOwMZTdYny9G+nISoezDXUhY5ityu8VrtpDOvCKRBs0cMoDipCK0OmHtE+APUQUbUMK4zMiJg4RWLgXOWmEX+QkTBa+TK36ZgZrDT798hNxg3AYeHiQVXfPKESYQKM2l2FpYu+0J/uyk3Xey/x5DFEzz+z+dd6umuxqfC7xfB7DWpuywBkztjPUpjmlll4alO2J/AqcLJvSGUq/Gr2Qa1Wm83DQCGTNGbVFgngYkFCoZnvRtBpquL0Z1l4mQru8L+lLMqTxSWo9Bn6tdhbISsk8EiDfne92XPjZ5wOiCNUB2yUbLSxXQYXolm2GwnzKB/DXCrvVNf/y+HXbitfV0eEzOjtapl1AFYCVy3A4Yl+XpWkEKGNTJduyBrsxxUXECNC7s602VsSrf0F306X1V5
Variant 1
DifficultyLevel
580
Question
Jessie bought 17 sewing kits for her textiles class.
She bought:
- one box of 9 sewing kits for $32.90, and
- two boxes of 4 sewing kits for $16.20
Approximately, what is the mean price of the 17 sewing kits?
Worked Solution
|
|
| Total spent |
= 32.90 + 2 × 16.20 |
|
= 32.90 + 32.40 |
|
= $65.30 |
|
|
| ∴ Mean price |
= 1765.30 |
|
= $3.84 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Jessie bought 17 sewing kits for her textiles class.
She bought:
* one box of 9 sewing kits for $32.90, and
* two boxes of 4 sewing kits for $16.20
Approximately, what is the mean price of the 17 sewing kits? |
| solution |
| | |
| --------------------: | -------------- |
| Total spent | \= 32.90 + 2 $\times$ 16.20 |
| | \= 32.90 + 32.40 |
| | \= $65.30 |
| | |
| ----------------------------: | -------------- |
| $\therefore$ Mean price | \= $\dfrac{65.30}{17}$ |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
573
Question
Clem bought 26 eggs from the farmers' market.
He bought:
- two cartons of 10 eggs for $5.20, and
- six extra eggs at 63 cents each.
What is the mean price of the 26 eggs?
Worked Solution
|
|
| Total spent |
= 2 × 5.20 + 6 × 0.65 |
|
= 10.40 + 3.90 |
|
= $14.30 |
|
|
| ∴Mean price |
= 2614.30 |
|
= $0.55 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Clem bought 26 eggs from the farmers' market.
He bought:
* two cartons of 10 eggs for \$5.20, and
* six extra eggs at 63 cents each.
What is the mean price of the 26 eggs? |
| solution |
| | |
| ------------------------ | --------------- |
| $\text{Total spent}$ | = 2 $\times$ 5.20 + 6 $\times$ 0.65 |
| | = 10.40 + 3.90 |
| | = $14.30 |
| | |
| ---------------------------------- | --------------- |
| $\therefore \text{Mean price}$ | = $\dfrac{14.30}{26}$ |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers