Number, NAP 13-2025
U2FsdGVkX1+XyvLojP56tWaQqVq8P7NifH2SnztPRA1Svl9cBfv0Q+xUglqECnL3FH4dhdSkBjloF4IlRmOCqxbs3VBp2XeRzrpof+o/c6/3f3m5+MTf45Z1ZUBg8TWdK4O9/IGN2NKPPC7+uywFV+JXOetH0l931gZZOw7Fq7ufL3Vd6XZDs1WydkGcSe3xdPiWi7/P3ikkJ+1VqGk3JjEl2K+t+p1s06Gr9XmnTHeSzaNtsxMhEc4B2pq9ZzRGmxbtuJXbQqDRq18RMlJ+PzQiuwKXrx7dEAg90ceZhQtrToWB0csDxYDcnKy43VTOP6rDtvgS1KUIYdv7S20od2MUcckAybIvMpRCaQTAAwK1f6SMkU3hk/64uT31mpD6EVxErncfI+ffHz06tBeuCM4FoYZ7Z9vArlDbKSNoT9n6o2UBiYxu9Ok2S3YzKzB4TaElHBm3ApCl3Jh++7si0s48EOVMiJrkvCsST1Osd4QXq6KeMld/pt2/hYsi8UP/Z6Bz8o/PZEuud7WDenZCpl2PrP1i76DlTiJOhnsi/ofGkWKz0SwU7VGVE2IrpGyts6AMAqQZqY1XPg+a+bpKuXgY/ZOev2vd91QCreZAH5kHjYOtJt3O3UYNRjjV2H5ty//SiWUk85ZGqNLQPwaN7n0VwOZrdWmWNejbWpcBRmCRKcHTogybZDgMdm7p+X9+atryn/LkotJy1O6Icr+fY4wHoMaiYXzMWNAyXnUQKwaQa9cWqqmpRkiJkQiypIw/ayXaUx8C4jWTTp7HrLW9LIBLCnMOYbbqqxD5pkJIow3EnjwqDjZpJVWUnnIFbduMvy1tm3WZOCAo2ZbxPn6PYbC/CfEc/6og2H3gZShdP2gG+KDI9lzNurGnzG7Yz1AtyszQeJZA36Bc+g7gJHCZ7Gm18bnzzkfYEMfdAL/XFYecA2HQol3VVMvy5ZX/mJeFGoXZMNlif8S7kY4yj1nxSOAnvPt6dE4zE3YvAge8Yncmj660lJo23eaeawrWOyDkbcP8YWkkxkBxDwML9+4LgJ/0GYpq2eMR3eqotS1LgNEMYKti5NnMFRamUKYpGCZ5JrZG5NLHP6WtTaVxWn3X1Ie4J601qyDGmZ2aGcKEJ+O39OI9iswBoJVS23ATbneQiXy/woct5wvdtC2vQ/FrxzilUqonPpbFM7ShUN2Hhmr87pWf7VlrSGdgaGAeq/LZFoOCplpXdP2/BsnOO/aT3J/P2vk5s4LKAuVez/xJJO9PyKPT5bnsCszD88A8RnVl5fuvabh0D14gs2FW0uGQGhp4cBs4ZDnSoJa4qUm+BjP/eUXtmAQS47NNib7h+apfopQoWYrgqOxHrJxtYQwyvPzX9H3Bre718R3qJLy2B/4m352NIdlcr0S088/G8Sy6T/kXvkyzJWtuKq9MMgbsXIu6d5ujCGeXCL8iiHkrK4TSXocCsxYbSSeCNQL3Xy37YQRroBt5pnZ43pLy8Ai/1CAsEmk6Vf8D//RifbHwR0yK9UfxHECEL0NaqIKJInH6dCbJTgLOpTNt9BJ1ahRG5q56416ZLxhdREX1H5i3VVtznDFBMobXxtiHOQ4OsGgWXPUTQ9VhuGDMytWaZhmfCrBG6ywsNHOyPB2s9WH/KbNp3TL+M6uWpoGVg69e7uhL70XOIr9rmwG/ar4HuJZ8P5v2Q2bWoiRUUpVbVaUMDZG6F6MIW4AwHvOrLux3c2YyJPaDISiW8kLNbflpxdmSsJ13v0Egkxxo0O3bHSZ6pTrJbxqJ9Ix71BBbanIqYyLFugj/p17nRvL3e+fGSUenexxvPCxz3pk6IkqL3UnUlp/dBvilvormpQ/1EHCA3R5rnoHZR0ZoX6oeKBRxEN4e/+zEiezRDrmUettxla6VnnlpS8tdaB/h+X3UmRyi5T+TVanHsUMXnu0eH5XvbMMWXDvSTJByYp0vW9roEVcuhud8Su2+jp7tp5VH8ARRmehqv6Uu//JG7/mme3Kjj68FPDa/Y/dIvYwRxYkBcWLgiXPbNXANUkENFCtszxxjesRN9iVN3IU52C7NTapUSz1j7QhZbYSTsBqaxoJa1XwasYZBpIWaJTu9pcf39rO55Fb06Z2SydBdpuZoRztr0/WgZJL4eRld8SdE/DHYjtvE02KWwt/V1yi5WuBMD4Pf/XiS9O9gqfX9z8xMsycVZpLgSRwIWR2jKukADB/8iMvVurwqXL1OzreMZ6UIVbaBMA/76SSfGu/Fvrrz+CHZ8AZQfXYfvpcjiJYUIFJmsYeTPp25qEHwDAoQtDhhGYImxncGue3D/EmvPE0Ocs6KkfmyEPHNqneSXqu86mgq3v5wubbZW4id5yZmvsJCmvs17mbbTZD/ZxYxDRTXuUN97HGGPc5W/DpguH294hqxYv3iWe1etbvtfmbR5MVQCRZ0XXh+uVw8M5lWA/KtZtxdjFiL9r/miOSr3R/8+hPUSJz0d4LDkMY8CSNLDPf13j6TQFCm3KgTPO3SfdQRLyYdvUlo5uJ7EEOaQOX/BQNWzbz/xMDhwXMSot0QQbihPeFFVw1ot9dM1TZPVIqfjbTUDEjb+PSI6XB/wj95pfMCXIL51rL+b5I8vMyrznAcd4vsUEfgjLqwSEARA9HTO+nRpFpH8SLjkop/T/gTVntYsCA4o7ECn/aE2rB5npXSXlIv1bM+swnbCN4u6Itm7arArwazv79Ucq7hV7/wil+v7kv7hIhzQozKQ3AFb3FiDXAHHx5zuDN+ZK+/4MtW22AFAWNE5A0bKdT/Hvpw6btzJQGSD8aNBViid0UmF6YQJ66pVeBBvAp9TavqMFs8zs5Mz68Os0fwrH2Gx30uKFY+tXsjOjoRR93zgFQQJM+F0hRHYwUqRCPLgshhP75BE8BpceKEg1WEDCR79LrOr+o8fnA/mJ5CzVT/m+YUikJL9DkLcjGvGhexCGpTEieqLI1H/ty3YuY+1ZDRJ27czWUYXtTv3h8E35W8FJCoWiRHRAu/jxZOdMkmXsFzp/uyN/mI3CToNxCEA42RPmUln+g8KTbPJdZOWzta/weQIftj+Dz77ibAUGvlv6Yi2x8hiCwrmAQ+Bv9uIJNUV7eURmD1DOaLmf5utYk6Mc3wD4rfw05pLoRHok0X3ZXcFX9OwDN64ZZrcf9c2SKPUg7KKzavaFmyvPG+2XnHd3kv4PIpLbyOVHoZewDAVYBb1IlfGa8Pg5lXV7fwApl1q9vdf7JsMvxEBJOxjk+xLmB1+ByLJpvo56XI4QaC+wfwgUfrgkG8EMCe3dHsvtZQnsLx80geLHDw5FhVYCkOQH2ESSHXw4s4XPBb3oiXWtWwGdTQEoSNWMcgmqMCJaXLeFhEV+grvInZPFqvjKYi6vsw3A3uCOBKtB6xQaV9VOFmmWNL/UnN7RwG7tcDJRAph4GpW932FywHyqy7WAoqVVn/dzq7gTiquPByHwd92zNRZBVaLbYEox4TNR7mXn8T5HF9rIpcKD55973voPW7u8bnAZLtnb7ck847bnmTUpKcH4ckQiKJ3okXPLY8NyXzfsOiAoRpmkYiIF11dGQrHbLgWEP1DxoxsKSpcBVjlBp+xlN8OqgWGLfWc99lY3+S9TEViB+6U3DaEEVB7C3/ATp912u9jg2uKMUtrvxDRo2Y1ZY2V8jy2Y6ZRHcH4aWH0RJ5dEjS2bbdpUP8NpiqGZ05Ur2vc422GCEFv4PrC04h+TeuHiq4fAh5lBovcM/oX+UK3enBw+v//8rJQ8P0AeaJ6zjM21LosHvh2VoeLKK7ruim4tvO4qyVVph/cr/Qk0QbOTnDZQsKxvmpt73mFNoht21cgM9B8PAla/0tHkDh3BXnDksGCxzsV+8fuVNpAZZjbV3I7Mdxi822GDlFfNCYrDCpazKlwz50JlXOBV2TFn2abZwAIDuW3Br5WWg6lNSXAko630a02HBepMknnyFRbcY3sy1DZecsUW0EGX7pV7RZXlVBFAlS7uCSN7hnvXpiR3mzuEheAMHeKt4DJRnRcGn6wAFlTRJDNVLnveLPTe1Sad3kDRdf9H4njdpEhJsJc/DIY98NWPn4W0EjB/LbsrG12cdI9PoY8fvAHzmI3LnkWW40PE6LUhocQOUcQeZkLWDVA5Y1wCNgSWPvu9a72EjUPE/pM1cBGGeq1JCmnMvNwy7ZP9I8NLZSKpN6wtnI6NEpGCV/GjZB3VOeH/pDFyqUI4XGvu9fhCa9qUVi6cIkMEptvc6y61VuYHkb4+XrFnrFGicQOy+Snj5jYveElTYIZyNdXqYXotJu5Y7n3RW/QjmkAYz5kazuUopPkbX1vxKDLQoO/yvVDnMM4y6luUEw1eDscTN59cVoerZlLZNMOelsMjJrnfVbt+qtqPsJsylVWPvnBdMsibe8bp+l3g4A8K9oZE663L8mZDLdJ/SmMvj47D2XV2i3GJqXYllV1iNCYYsE8ViY7kMApJZBlHmavHdrfkgFNXDtBXNHpk6JDd1gtlPlCiaACLiOnfyaZn6rP9MAOzDmXnh0C6PxsUbqOhCq95AnI8sjvkwg8dEBhDVynBK4YH5c1gEnaJeV/Ec5rikWlouPD8G4AUjLVv1liGDZKtEmrolckjdnik7ty7zFClqjvGB184t9CF69ECvXn3/MfWXtfycaNKdvDdpUceLUt1Glqjw0P0juNKUcyr8VF+qNWbnHjK2wIE5oUbvix35xFq7dskWeSgzrr8n3V9Vlsguj3T7+/oAqQ8hBQkAxxVRrJj6TI3t+8CMY9E5WCZtFpOuyXzzXbM/azAJh1tvYWGoX120vG2qO2kZHwNTYG2lSh0AnFzndBCU9Ftm7++JlU8I5psz0uxsUYZ3kIJZyNS4qTcIY5PrfF/LZUpvz8QFGjQvWlCqkaCkkFvFkBUX6a44QeknGHxhT4XLWaQUQeI4szy75ozHVNq2ko1e3L204ku7bRnfBAruqq0+xfRJ+eOnHbZdTnrDvSCD0tke0kbk6pp1CdMFcz9Idjk3oV/lgQthe7KmXbukL8aQCeBwDCx2QC9X8A9Pi0yjSgNLmDiiSq/A2ZWoosLJHN1PPImOpRiNbPH1pHudH3Ls1ntoQo/DoNfzl/UPPpeaERpAWTfhiSLpbi8WB3haxgOSK35e6xkXkx5fvM2Nh26eHf0gLiday3eGBxhLqFAOKffIeG5uQ8uKkonDeWNE3eEerqVtZNOU54Wj9Cu16OsBbT6oYMBIw2kT3qCyzCqX0HqkV/kr8W8S52FXN1PTCgQt2zHDeZzPUVTj1DyoxIPnil1B8FzK7Mkhf9sWUdk31rhUxjjCfw6t97tCIjiy1ydI0P7z7F8igfCzWtnTug4dDey/D5GH/5flFSvPaWIzMp+K0DIaOh1kegknusJup25xOp7A491OtjTp7d7KLSEysTgjX+JPXAkV+U6aM3gYhM3MKUr4/dz9wK+7p1C/jBoRQES6ADdZyJBlTp/cx07xLY3CpFPOS3UGI3qqDbN1uQmF0Csz0foKUrBVxEewC/tO3rVh2Q5WR3pdzx0f4F21DVReLCAiONYtjSpTNAmH0hO12dwDfjeq+kJJ7Cl7KRcSrDgTZkG7YsQksMqUeCNrqiaLfyZlfGHC6ilsj4iYNERDWQ/xLJp73yUyMJSkqXwLk4NNpZA/kLP/7c9gtWHCnC5N1Z1ysQDAD87EezB5Q26V321Mv9e1D9p163OvCWS3mf+H+76mAsQ4K2jPe2rF8gq6h48Z7dpT1kAJXhE4h8iYoNrSrkTiwoP+/A8p5pAZObVglQleeELnIpCzKLAM3nbO1MDaRR2owNd5Vs/XwibqDUlTXhvEXh3izUsa8Y4QrWqhC6AisrPkaFhnMLEROPuApYLdvodDds9GZqRL4SHg4LVBwfE1EncsoRc0U5t2IXMqH0Vt93nC2aivtaDh0AkIXwLM=
Variant 0
DifficultyLevel
458
Question
Today's prices at Garden Fresh Produce are shown below.
Garden Fresh Produce
| Product |
Cost |
| Cherry tomatoes |
$4.50/punnet |
| Lebanese cucumber |
$3.20/kg |
| Baby spinach |
$5.00/bag |
Daniel is making salads for a family lunch.
He bought 2 punnets of cherry tomatoes, half a kilogram of cucumber and 1 bag of baby spinach.
What was his total bill at Garden Fresh Produce?
Worked Solution
|
|
| Total Bill |
= 2 × $4.50 + 2$3.20 + $5.00 |
|
= $9.00 + $1.60 + $5.00 |
|
= $15.60 |
∴ Daniel's total bill was $15.60
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Today's prices at Garden Fresh Produce are shown below.
>>Garden Fresh Produce
>>| Product | Cost |
|:-:|:-:|
| Cherry tomatoes | \$4.50/punnet |
| Lebanese cucumber | \$3.20/kg |
| Baby spinach | \$5.00/bag |
Daniel is making salads for a family lunch.
He bought 2 punnets of cherry tomatoes, half a kilogram of cucumber and 1 bag of baby spinach.
What was his total bill at Garden Fresh Produce? |
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= 2 $\times$ \$4.50 + $\dfrac{\$3.20}{2}$ + \$5.00|
| | = \$9.00 + \$1.60 + \$5.00|
| | \= \$15.60 |
$\therefore$ Daniel's total bill was \$15.60
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
456
Question
Today's prices at Tony's Hardware are shown below.
Tony's Hardware
| Product |
Cost |
| Paint brushes |
$8 each |
| Sandpaper |
$12/pack |
| Masking tape |
$6/roll |
Maria is preparing to paint her bedroom.
She bought 2 paint brushes, 1 pack of sandpaper and 3 rolls of masking tape.
What was her total bill at Tony's Hardware?
Worked Solution
|
|
| Total Bill |
= 2 × $8 + $12 + 3 × $6 |
|
= $16 + $12 + $18 |
|
= $46 |
∴ Maria's total bill was $46
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Today's prices at Tony's Hardware are shown below.
>>Tony's Hardware
>>| Product | Cost |
|:-:|:-:|
| Paint brushes | \$8 each |
| Sandpaper | \$12/pack |
| Masking tape | \$6/roll |
Maria is preparing to paint her bedroom.
She bought 2 paint brushes, 1 pack of sandpaper and 3 rolls of masking tape.
What was her total bill at Tony's Hardware?
|
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= 2 $\times$ \$8 + \$12 + 3 $\times$ \$6|
| | = \$16 + \$12 + \$18|
| | \= \$46 |
$\therefore$ Maria's total bill was \$46
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
460
Question
Today's prices at The Cheese Shop are shown below.
The Cheese Shop
| Product |
Cost |
| Vintage cheddar |
$28/kg |
| Blue cheese |
$42/kg |
| Camembert |
$15 each |
| Crackers |
$6.50/box |
Sophie is preparing a cheese platter for a dinner party.
She bought 250 grams of vintage cheddar, half a kilogram of blue cheese, 1 camembert and 2 boxes of crackers.
What was her total bill at The Cheese Shop?
Worked Solution
|
|
| Total Bill |
= 4$28 + 2$42 + $15 + 2 × $6.50 |
|
= $7.00 + $21.00 + $15.00 + $13.00 |
|
= $56.00 |
∴ Sophie's total bill was $56.00
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Today's prices at The Cheese Shop are shown below.
>>The Cheese Shop
>>| Product | Cost |
|:-:|:-:|
| Vintage cheddar | \$28/kg |
| Blue cheese | \$42/kg |
| Camembert | \$15 each |
| Crackers | \$6.50/box |
Sophie is preparing a cheese platter for a dinner party.
She bought 250 grams of vintage cheddar, half a kilogram of blue cheese, 1 camembert and 2 boxes of crackers.
What was her total bill at The Cheese Shop? |
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= $\dfrac{\$28}{4}$ + $\dfrac{\$42}{2}$ + \$15 + 2 $\times$ \$6.50|
| | = \$7.00 + \$21.00 + \$15.00 + \$13.00|
| | \= \$56.00 |
$\therefore$ Sophie's total bill was \$56.00
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
562
Question
Today's prices at Riverside Nursery are shown below.
Riverside Nursery
| Product |
Cost |
| Herb seedlings |
$4.80 each |
| Potting mix |
$18/bag |
| Terracotta pots |
$22/set of 4 |
| Plant food |
$16.50/bottle |
Ahmed is setting up a herb garden on his balcony.
He bought 6 herb seedlings, 1 bag of potting mix, one set of terracotta pots and half a bottle of plant food.
What was his total bill at Riverside Nursery?
Worked Solution
|
|
| Total Bill |
= 6 × $4.80 + $18 + $22 + 2$16.50 |
|
= $28.80 + $18.00 + $22.00 + $8.25 |
|
= $77.05 |
∴ Ahmed's total bill was $77.05
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Today's prices at Riverside Nursery are shown below.
>>Riverside Nursery
>>| Product | Cost |
|:-:|:-:|
| Herb seedlings | \$4.80 each |
| Potting mix | \$18/bag |
| Terracotta pots | \$22/set of 4 |
| Plant food | \$16.50/bottle |
Ahmed is setting up a herb garden on his balcony.
He bought 6 herb seedlings, 1 bag of potting mix, one set of terracotta pots and half a bottle of plant food.
What was his total bill at Riverside Nursery? |
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= 6 $\times$ \$4.80 + \$18 + \$22 + $\dfrac{\$16.50}{2}$|
| | = \$28.80 + \$18.00 + \$22.00 + \$8.25|
| | \= \$77.05 |
$\therefore$ Ahmed's total bill was \$77.05
|
| correctAnswer | |
Answers