Number, NAP 20-2025
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
Variant 0
DifficultyLevel
473
Question
Nigel bought a skateboard on sale at 10% off the original price. The original price was $180.
What was the discount Nigel received?
Worked Solution
|
| = 10% of $180 |
| =10010 × $180 |
| = $18 |
∴ Nigel received an $18 discount
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Nigel bought a skateboard on sale at 10% off the original price. The original price was \$180.
What was the discount Nigel received? |
| workedSolution |
sm_nogap Discount amount
> > | |
> > | ------------------------------------------- |
> > | = 10% of \$180 |
> > | =$\dfrac{10}{100}\ \times$ \$180| |
> > | = \$18 |
$\therefore$ Nigel received an {{{correctAnswer}}} discount
|
| correctAnswer | |
Answers
U2FsdGVkX1/Bhz/z/N4XQDCYDCD90vE6IcFa0Z0TNPlMOz087tikmKAda+DbWnuAP7BRv/Gypey5vwtEdHBRtZuCnDnOftPtKVmxFwZfXDaDn93HE35ryEo+HfTFWMVrkXbNoqG7IYla0MiCte+11+dPsJ9eNT/t3si+4sBU28buhVMKOtWL4Lwy+bUjUzzIpeVI5XOODyhyQyNw5+7WhjsxxRxACG3CF1YY8/P19779BY49WKQgIg26BPr6mvXQXkDpv1vKWX43BEbxr1/JodPGS3dPCRXsS5tr4b/TRzi9ZEZyB2E+ENhdHT5ALjhxlwVyQFfKioI3tAW1sArt++mAwdPC+N7K0IC6tZOj3kxPpOeq9yuXG4KDN9l7tcpH70s/LTHebVQ9Tz1YqO4+68EksrrUUqWHF1c/4iLHKGjh2bwvVPwGSjbOtoBVbMC5P6ffVQTQZuQmrxIANXmnadg6bzBh3rGDvp6eydmQFB8p0O8VTuc1/ZeHRllLEusjrTBz7lzAwzNhvNq2V/LFLEdWypJqr+GXLHtWnB3x0r7ecnBPyzaiIYzACIKyhGFdScIlMyL50nUvmXU0OaKsKsKKIJZCmQBILYAt3uvZZ8hK7v6AGNU/K+3XUfXO/G8zW1DOJjPzfi59jK/yIaL7+fyWx21LgYGDMmsDumKYC4ReHyxIok1gpoOpnPnm8+A09ssgZaoirVJQoClUlniFSyeH4LnT5EVs9NtkaTu9jzvXHrLeKGTl59RyNXfAbSoyi8zcRYtsRo3DFMBrQdz9zP40PsSKSoL2EyRtzfjbHNTQb3zBa6EGfxjPmbviMZgT5LN1E1Vo1PdBqRmYfwG2uiXKaL6RngDeljBB2pD+vFbhxV3/favRnoS17QnRJ3ZhHsUTwOwSorLlyFkqipbC6YK/lWy4a2pDH6GEUXUFxbP1OZ18+4DIYjCPJ+InyS9oiaYW35eKzTzy42W1ieMoGfyih/GEatxEwFWbZ5HMBaaEW8DOAiMvn1vWcL9GgyLGruV7aBcNmZhOiUcsPz9yVlAdysBWQBRYuD45FicZbbgB0omgOq0ufVup62KGU5ua4jAmeo6h/aNfQdw6a7t7DzduiVpYwVUhXrmIkNOSvUjO8J3J/WAIU3+xWmjx3DjYI5INHCxoGvxbsafGUCZ/6xnTZgLhI0wcRvd7SR6Ddmrd3n7cYnGiitpEQQTIEU4eXYuD76zQAqlwZ1/atUiTNUZAo0gJociotGG9CawZoDzlriK360vKz5Hs0golWI3hky6fp05Sr2H+maw3Jqnci1ToJyrw6TMylx7huqBAAVlP/fz/YUlsdOqwXOAe/o5UGKsfTqddV9qpcx3nbSvogq8dVpV/ViTkFdU/75wKj6wZ8M5BbBrYD364HrxRh86YtxMfsAPMR8X2s2KjcRYKGvFbSGyG1drZ6E89bSMV0+qLEsFi0jXkIMXSui+uCggn8gRTsBMBduwqCBgkG8K8GcMlfjohNtEL/9k34+7IXbduzIbznfChtZzfY8gWe9RdpEv0I53pL7iVRH0yk45kihkwtZlKUbu59iXqoT7nxrNpX8d1U+nwY5UgFARi+VlLZtQvEGpCRGbiR2VtotUBQ4MAYZY0cRd3R2cll4BnUQuXpHAu+ckQTYwJ6RLcW19+uh0AcoAVOEYjWZ1Zb8J7/yWX2pXfOfqzoJga/2gSlkKady9evErkWxDMdLbUa5plyt5cdNO5Ohlw35koLGA7fYGxvbdos7fEsXaYTHtOShhon5ptWEXJ/irFWq8+0dklyBZ5bLWVpwiYRY00cWHwAtwl3QnQGXh6/RTWr2H0Bj81CZW0mi3AUhgxVerZNW9wDjJezyqgWUu3/vaLMH4wOW3S/gHntoJFtIuMyXsCvlXvQ410r1t8hnvZy3S1fOSvrx1xA60atFCFQqcil+hkBGyB5ea/c6sxs4zanmx2Py9wB55He8wWaG726kRPjKDtz9/ftbmoi8h0v+asktrqsfmxAXIaMqLWjmd3O3IAMfLOwyoQZZB/tK8CTUNxbT+yHa5ys0gtgc0mD1XmbfGE1qmUiU8m4NgMidumM3N3KSCoKAG6BXDq8H+2r1Im/m4u7lL4TVkUlKnyqzPjKPMF4BXAjUo84sQbE5dyrNHL4M9ZD2h0v7+512iSPwhDkUem2mqjJGFP/FZl4MN+Fg6P0AHF5E3be2oVJN5XJU7Qvu/f2XOT4mH405r51psn7QKUrHfx4+J16uVbSMK1pLFacMtO0mIdzwMjrfNoUIbSHKqVFB+6uMnccQRwYT4FeHb92KeNJg9saSk0XrIv8ODkdiiVPaUIRAozFYBXaIlDdjPw/QzYrdleJAtP5w/3n/awyh2HMx04qxevLMgmDP+AF0BoOh9XgiXyDt2+bg0GNPJh8PdpuVbD7HscY7JNLojR8GWCEoPEkSH1bJyiKiPl1mYRYwBhituct2cii0zdXzVUcyIOKfDa3OpWYPeTNJlIflF1n19IcmozCmcr2icBQu9kggaZCuLFsMOREigYSo0O+Rtgls+YUGaqbH66Z230ehcfm46UJg54N48d9VcZoG1GgWY7r0kjdSuVy3EB4TbWoxCn2vISaAKAC5TSeBbsqYTnipn0x7ccBqvrMTaTYYBJUJdrGtqn5KG33qvXgA5MwNKvrwEVCuqTdZmYU5TXHs5Cf6KsvqV43BusiPJhoOWssMWMyB/9pybXk4A0+nvcbjBseyhpElo9BAYKqDCH1DPhqiqBtmlXQ9fiWtgzGWoUXUrVkhglU9HNxBSwoW3lA9WQM5sC4bG/7dPQmRk6IiYWGJjue6RyxgaU8Nd0nKC/PAAr8CT6brQV4iZh8sOTLhPohmzfX0prCO5YUL6yO0z3ECcJ8v+RJsHgk6riUcq6FHyEIO2P3fCiZPOnBjNi/XfyqjCy+LBZHqdqQH1fYWv80k1WFaFQP40e5SPHUtxSXIPi8E+9KFsv1YJ65TNC889lLS6c5uBK2qx7qujfWdX8zodH6vzk1+RnZ67EjsvmbRZZVpAXeYDVnrDzYqAzxs1JwlmfVbZBTTNnfFDseLbPVrBF/sgCJXFKff9pQjFqxGq3PRrgS2XjYc5ei1mu/ths9MoZUn4Mb2Pdhmv9WyX5OgaqLZjXJGxx97zUeeliY5m1zeS3gdQBPV2XsfBZsthCCSV/lq6BT79vz7A5U5kb+/q2Gh9KoMqIgvOeCZBRjfFzfBOYd5VC1TMBFiekCDnOQNQV/q7nTLBiwJNNUtDh4N6o0utj0NlT/LE+qNYc4sCVYZ/OYBhKHQ3Luq/bLFL1eK6mBdpqEdrOI/+V4JYsecFL+Y0DQkm4NyHxExynyfq026spxL3sVzNypr1d6AiVSOEb+2o5VdaASV7exlYy7VHJxPX7TjJhwEHXgK5iANT55dZL+1DHZkZXLrqskrrJ/Q9PdRNW3iylcewRmWqHupbw/Qb/1sGKhxdhf8vb9GKcedog6eHQ9lmAlqPjJ2AjyyoBGe9Rz94+/JL14fZbw1mYgXc4q9JYzlOY7lqM/Fu33C0O4T5aYS41CSUKtM7PwfUFUyvn2lJnbNn5FkpPZPacbRhtkdjH/gRCfgyj2TTkL5Cq4iYIqXl1qQsKRGIdpb2cEWVpuggFOyasBLjeQ/cjujP0lFq1S199AF3LXqPetPoMpJyb2/UBnIKamR5KxTzg3lSNcDd3UVZFikdCrQilefibOVuuKKmDeyXIhLW8JjA9jMJFjQ5O8Wlutk0BnWv/vzwx4l+QZ3EIIe45yanvfEE0AH9wDI1eaDkbimLF512wxp/2upDWYKt8SBbN6luR4x4wrRPeK2tt0gNBbFxVRhnYSCbL7WcXcbUC8GV7oz76D8Jp3ZUQ4xsTW+1h4/dkrxaKuOPYN/PVZIt4hlKr6En0hPJvfXdm2eGCnVWl+x8R9Yr+aIwog7RZ2Lujy6E+dpCzgm2reWD5BqQA+M/xDKeXdU2KFYLQZ8Fw3RR61Ysw1DBcZRniSl5qYmaxcTPNRYSuqaTPd4BgV7Jf3hk+iFLja8Q5PiEvVht21sm5JIyBOhvZ1IxADZz/zmCmcfZhfBmbcUl/Ic69J6D6eNY5RM09NHy3EezZ3LJjUa8no/rlPfiDzdl0ZmAic8/VSwOSzu/Os33GsYCc0IVdq9L8oA1uUa/avaa2FpBawhTsnZKMVQOK74+NSj87+jCuvItDX+uOKYRMKE2hT/u7tTbizCylXutFVsyUUh/j6wKM7/UdhHagLqXqHzPxj+O8h6GyCdTrZlnHWx/7cPZG/kZQ0dHuTi63mEbsBWcDXXDBGZYp0iXa5HRlwvW/eqCbkq22YisBFxS27PEIqEqukrORbccKC4VF+g6ygwB2Q/eLAL38iGIkFGlAJF1Y9Mc0J39hDr+GLL+vevvZ09PwDADjidpW9H102k9jIQ1Bx9NWoh1pBiyXHuhiWqtzrsvBNAoqptJfHERRTgpQ7CzaJdXCi5ijM8T+UztUXffa4sElNbGs2bKiw6BKFnZlXcoTue9AFfMpSbNJLztnuZOHjG4SdgxCGoYQP9dQYa7QpazR9AUK+Re9OYmDg4+bXIsJojCaISKY6S0o+v86Xa77Zwh/RKbKDtK5IPwyVCxEpOuF9kRbNoRzK8VbiqDVJrqVPQ/++Q/LmRAajxEhTX+Am0welzSFZpAD74pSY1lZp3we1I3k1n33iBHSPXoCqOYm37bNPl+gWf9LDU8Tu5eBlJbMflIEOtgXJ7ytsqCey37SBup7GH2DWEs6AaBZiQ4LyhkHrOFSu8mpSEufpXlfsh9zAvyKG79AU260ehGMohRT9MLhOVuSXzPCqbNM1tXtKpfpfuvLa3v1GUFuRpu8uhCjJfgc7/W5QbqRHuXSp30ZLaXGRAP16TNGMM3qQb1NHrWhMPL2JLV2WswX5eucn8pNFcgs9aPsLjhElr/wxnxI/t+gtdPzrVhOKk56XGvbdw5/8OxaRRPH9UZQdbg+BkESzK/HlYLBc2JdkjusRCUgj9GVRFMGbehghH6qrue3bd5VMtinW9V76ijO6/ZV9J44KbwtJKiQpWt5OQ==
Variant 1
DifficultyLevel
475
Question
Isabella bought a jacket on sale at 20% off the original price. The original price was $110.
What discount did Isabella receive?
Worked Solution
Discount amount = 20% of $110
|
| = 10020 × $110 |
| = $22 |
∴ Isabella's discount was $22
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Isabella bought a jacket on sale at 20% off the original price. The original price was \$110.
What discount did Isabella receive? |
| workedSolution |
sm_nogap Discount amount = 20% of \$110
> > | |
> > | ------------------------------------------- |
> > | = $\dfrac{20}{100}$ $\times$ \$110 |
> > | = {{{correctAnswer}}} |
$\therefore$ Isabella's discount was {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
477
Question
Loki bought a television on sale at 25% off the original price. The original price was $640.
How much did Loki receive as a discount?
Worked Solution
Discount amount = 25% of $640
|
| = 10025 × $640 |
| = $160 |
∴ Loki's discount was $160
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Loki bought a television on sale at 25% off the original price. The original price was \$640.
How much did Loki receive as a discount? |
| workedSolution |
sm_nogap Discount amount = 25% of \$640
> > | |
> > | ------------------------------------------- |
> > | = $\dfrac{25}{100}$ $\times$ \$640 |
> > | = {{{correctAnswer}}} |
$\therefore$ Loki's discount was {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
479
Question
Sachi bought a bike on sale at 15% off the original price. The original price was $420.
How much did Sachi receive as a discount?
Worked Solution
Discount amount = 15% of $420
|
| = 10015 × $420 |
| = $63 |
∴ Sachi was given a $63 discount
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Sachi bought a bike on sale at 15% off the original price. The original price was \$420.
How much did Sachi receive as a discount? |
| workedSolution |
sm_nogap Discount amount = 15% of \$420
> > | |
> > | ------------------------------------------- |
> > | = $\dfrac{15}{100}$ $\times$ \$420 |
> > | = {{{correctAnswer}}} |
$\therefore$ Sachi was given a {{{correctAnswer}}} discount
|
| correctAnswer | |
Answers