30144.1
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
Variant 0
DifficultyLevel
534
Question
Brandon purchased one Lacoste Big Croc Tee and one Fila PLR Polo in a sale.
How much does Brandon save, in total, off the normal price of these two items?
Worked Solution
|
|
Savings on Big Croc Tee |
= 70 − 49 |
|
= $21 |
|
|
Savings on Polo |
= 58 − 43.50 |
|
= $14.50 |
|
|
∴ Total savings |
= 21 + 14.50 |
|
= $35.50 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Brandon purchased one Lacoste Big Croc Tee and one Fila PLR Polo in a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var1-r.png 900 indent vpad
How much does Brandon save, in total, off the normal price of these two items? |
workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Big Croc Tee | = 70 $-$ 49 |
| | = $21 |
| | |
| --------------------: | -------------- |
| Savings on Polo | = 58 $-$ 43.50 |
| | = $14.50 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 21 + 14.50 |
| | = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
U2FsdGVkX186yKGOT2vZL7UXvNxCGRZEFjg6oEyPhUvPYbF4uJuji34nnK9JFYkkWsf0mj8uMS6mjbOE5EYuOeR7HRb1fUNvd6lWb3Do7CDmQi7WkHtXnUrhfc5KB72sd/xn+GnbTra76BDP8AVO4IDDV5j3W170DFZ4SKP677JtsWs2E8d9D86sTUjfzvoelUYNxF442N7jp6JLBJpNvYWJ8u6dseu4CsFnXU6xRARDTA1EtolDuNbLCrz+RuKyQXWNC1Dz76qGHfm9Atg0llSh5Ryz58v7w65IvjtDBkkMuMfb2TbiBTYvxn+4EbOYiYZf6mI2dDpsxZGdjxE5FPRocHMNLC8gSlwnqEbBJuzFW2BaMOqaeo4/JpaLesO1R1FS50b7fLLiAZsk1vEu4f4GiIW4/x9PvDdSD/8aOx6V6UdPIh8wW59fnf8oGmEhIcZx0kwN9hpFyak7KPmXVgGebTCHiJ/X0hXmuCNKLu3IWFVQke9tuc/arcQxzaj6lH1qPqr0vwQh5uk+DJBpVdc4uxKEYfWbFnJajC/LB4Cz9JHJXN4TM5bNBvz/pLLqarXISIpNQ2DeVHLxCFya2iWbWXgqhyZy/Al2pRFIzaOMgl8sKiRsMWASHs8uXjWG3SdyDK5PVor/FLhbdl/0jnsiVcDrRw4ard+HvkBXXlKfd0ER9lsCob8Ubyb6iKggZeAruz3wFfj8Lrnh73OC0dZcBnGUSZBtl27FVpphruZGUcwcPkmSHGfjwJTAlKLuvMhA3YdCqLD5tGZwZlVg+ACjiVgd6SJRaNLq+PHBZ1kcd73ZlJUppEAXSdJIxTugtoL8R6+iaBXGox6ukM+DLIN3pzSgP5ocVRU5aYlC/LbzzTmxdDpjjcV7WQ2ems5G5CcqukPwGXUFu59JCQV0VYpL6bNJ1aZDEWsbMdkxwavNGNXpmVJUMx1uFyXUIAk+3J10O1p5ubDBJX0tTKzGxIh8PYmcfduE85S/P1wppID421Rp2SnyurTPP5g0Bb2+ts+oYHR52Pnc5kEwZ3MROioxQgpnkAMHlE57QXNj/QYPT+dyaBs55tOEyMaMol8RAKgNb7pwkYIua0pJIqIfR2B2f80BP2Ym/Cyjv2rZDlUzfJTWXLK39SHH9EQL+hMg3+Ezr0+LjnxwgOPItfnjbtkRfLxxnuKfgYOGXizx9B4he/JF4LobDWj06PZ9C7ijWKoqiM3UxXW6emeD6OxW8gtZ7IbHn33ne0eZnEs0oCesdL99ybhSawT7t6+JtR8shE7BXwMAWFAKY2bd8pvjUVVpLAEcA7O8fM74NFViJCOcRzIJTmORgY2Q0vMQQKrpCkm56xYWQYcxdAjsEO/pIAGk91aZyUeeojLTryH/rQtM6bkccJyJyHSoH6rbsW18Xw1+8wlsy8GjRGTfYDOKflUwiAeMkGuwXkGoFKEO/3BJ1fWYHT2URCIsD3/rNcII91Xv+CNQ2uqrqjcLMxCOGuOPv6PDjBwbRYLXUGfMbdmayQrnkd48okqGNL3p9LVDU+v8zmRXAs2/PUCbelLctyZ7vJMM+a3ygJYn0oL/a7adt1mG3XlappU9lA0wVD2y2rUii+H80f8OmZcubw2SwVuvdfkg/UizqY+yyIAXhFf6O33mIXjBvN5vCVy3FI1L2FHvwN/WvazJQsBK6CWrYptri3imfG9/BXCQcea5nzdIK6Vptsve9z7njeCSeS7/4nVQVOfwCOBlUq+a9cVmTdKEOGu7OT8zPmmfKZrnf5nMl9bKZ9OMXQeXAxMuVX16cVxBSRgGeOKzZn+a38GcR7zdA1Xp8073toDzsOOaxeq/jql4kGpMfnn8mPHTbfCbx9zQnvIzCvKkLIpyTD8DNcuRfaDaQ0axofxm/MkCuzwJv8SPUOS6d1Z5rgWCY+L98Mil8voQuZ6EmfZJIieWfq+SMGTxdEko5pmZhbmf6XL+L6a0eeG1d7c/gk1iY4G9pCchkkd5MXk6ULGKPSMlu0ItPsijRopGdWD0f/D39S0RbHw6s1o/CUWtqdWy/r9NoCX92wAnU8Z47hUg5ys2JQ53jkMMdpib1nLy/qSSzdltBDPZqAcF2fHZmYUua0bfZOB1Cvg3LTii0DoZ1H4icmsjdDCPvqnOUrFIU6qzhkywaQ1y+9rSpxpaITMADsLiUGQJKCOnTTF5cVhjHrxXb9Y59N0M/c9YsUbcX+cLIDENsCCT4IWhFv6w3bExkd7IYPhbwDyJCll/o+E/TgGyTyXSrr/PgyEO1pAjM4uXC/UPfMvljQ3cEbV98qBh1KPOmAtj5WDjHFtAT7DctXOusIP0s00o0OIugtlW66nx7CMNfghShlH2qjzYDz4dn/8e3yEzS076+Z4JIV/ruIzw5eM+L0j5WV9amjI0sFbE7q0+hijrrMTWyXS6Oj2jpcLURMAYDUqzagpODzpKycw+QE/DOWDlhfRuNIQ2WznJwZAwF+k0nLpyddz2xjy+7HTDpi5NUwUONSJo0asca+8g+4K5cy0MXYc4HlFS3qCN+CvhbO355T1jmdurff9bvVgLrJsPFtYLqFWVBPrgvrehQe1X1dc0cxyb+wEbHhSDoLmnQVCrVsFrIVRwge3BOZNz0znMc5bycJAMT+WQje3n5a30r9pbhuC8QLfdkDPBVE+hEK1K2wGakQGB8Ga8SLhGu299eBqhL3scYczyupTHwYB9d6m1wNl27AF1mdjgYq4+VP/YMvv+A0+3xMiuqVpMJ2SaIdm/IAsusqtMaOYrFk1sD63RQwDj2XI7pvm3u3wt8AcHsfjpAq+x7tdjXdAPohuPIc1Aybpf5m+p7RSKEbddm8AsBbr6RQTuvAs44R/Xo+E0VPazKo6V8shRaGY7mRASft9nAePqu5aENBliaiVxVJ63Kb4e1iPnk68WYusHNEh58kjiQxAuLXKlKNSjxuTOnxVatpqad+GtTGIjX5jgkCwTih6ZTxQKVyh88b8n2bpdNrUPkeI/Yb5LNZu8LfIAyep8AHNzS4S/XEgiF0Cmm1vbpJBKG8ivUCffrCvSKEhayQ8YGA5+v7TaFCBu1PzQd1ar4q+DFV9PUHutZseyQGU0wLPbK8nU1hC3TIs9JTEOD2ofFFXf5oFZLGpgGY2+7ypd4YDtE9GFuIQXOmDzm3kcs2PfT1f25bX9/LJlo//p8PtBjP+qDxzVwTQwipXKLjkpkMWNFcOOTaq7Dmw55bJwOcCbfugBRsZvr/LM1y7b2P2HHdcL1GvdgcLA65Ik4CBSygONyyACcZpN41o1pJLtJ27e4rFzjoIYZs/LkPgmgO/JM24Xj8gt4m7Eg5VR5e6chPjvqXmR9CrPgFYUXkiTc99ZGYUNq9CXrYGLd6rzZKpPPeYtblmYuYApBM6JdsKY9IaI+yeQhopeboEl7zvNpTRE+WcZtRlQBJuldHguAYBAeNZNHpDQ4CxNhGdLucR5ql6csHBTLBev7HIzLjAVjkv3VpGZBOWEx3OKYR74fJauycAzu1cYGceKsFL8xnZZQyU5ZlhLGM4TMtWNtEWnWjzTYg1K5LsJuRzRlFO6nPYqrgYAvINBhXP/KoaTWmfQeLIb5jw5Dg5nFFAavkLIMYOSfKi4/Tv3Ut7KB4i3ofD9RSOwLbPlOBGH4O0mM5grmtSKnut51J10qWyJIk0J3eS5TsQCnFRDBgQBHyWfUk0CobLDNNLmcu9ikuAd0S0mQ5Nx2fNphhp0O4DeQVqbzFtO7sHb7nm0lQ3OZbiUnIAzgtjNUM7AfMpbP9t2Xh167HvHLKepVmmbXB9JZOAAlTQrdXT4DgSNUoSbIQ3QQscn4UJfLEFQRSrzjPeG2LwZ2YJmWQdRkXwIvlue163N9qsQ5pyceR25wxv1TyeN1chT8Cbc5xNp4yyyeA8/mZALhsCGJ5Dvu8KAV7oeqyL1VNdCW0YjvtBwAs2gSdmQpS5b0XyJea1QYm7YBfcpDRrvJlI7afXNEffeXabHyP6Idqp99vwHPGHbdxiotzLHj9s/1+FyQm/WgyhZ/Bi/LlVdrVUKDRLUkNJZ7Z17g3hSigTT3BTI0EtvDQe2f6hjkIfFQUp+vcrblWYtP8KV/BDVq1A0NtnqXjQrcptebd6bm2et/L+PqqRV8+zsMR/SO1wmdDTSoboCmAHbjH5lOklMvg32W694wtR3PfLFHxBMS+pAmrld5n4z7eBX7GI9y9l0+kUqjxi39EJ2TvW54P6lqEiKUOJxDEeKf6jBnDWbwcnuEPopG6y9A8l+e0w2e7+rqsGCHmH+1HpW7TkI5hlSzAUyldBb/vrMQUyIIN6mbyNnarTQ8Ar1POr2OBFXw3xAzpv1XwG6GGycqy+YJx27sqIf6gRcP5wu0vQjBHLgjvmCx7bShA3Wtz8=
Variant 1
DifficultyLevel
520
Question
Gagadeep purchased one Lacoste Big Croc Tee and one pair of Lacoste Novak Shorts in a sale.
How much does Gagadeep save, in total, off the normal price of these two items?
Worked Solution
|
|
Savings on Big Croc Tee |
= 70 − 49 |
|
= $21 |
|
|
Savings on Shorts |
= 80 − 56 |
|
= $24 |
|
|
∴ Total savings |
= 21 + 24 |
|
= $45 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Gagadeep purchased one Lacoste Big Croc Tee and one pair of Lacoste Novak Shorts in a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var1-r.png 900 indent vpad
How much does Gagadeep save, in total, off the normal price of these two items? |
workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Big Croc Tee | = 70 $-$ 49 |
| | = $21 |
| | |
| --------------------: | -------------- |
| Savings on Shorts | = 80 $-$ 56 |
| | = $24 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 21 + 24 |
| | = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
528
Question
Chablis buys her daughter an Ella Coat and Fur Hooded Parka at a sale.
How much does Chablis save, in total, off the normal price of these two items?
Worked Solution
|
|
Savings on Ella Coat |
= 87 − 44 |
|
= $43 |
|
|
Savings on Parka |
= 105 − 55 |
|
= $50 |
|
|
∴ Total savings |
= 43 + 50 |
|
= $93 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Chablis buys her daughter an Ella Coat and Fur Hooded Parka at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var2-r.png 900 indent vpad
How much does Chablis save, in total, off the normal price of these two items? |
workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Ella Coat | = 87 $-$ 44 |
| | = $43 |
| | |
| --------------------: | -------------- |
| Savings on Parka | = 105 $-$ 55 |
| | = $50 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 43 + 50 |
| | = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
532
Question
Connie buys her daughter a Hooded Gillet and a Crew Neck Sweat at a sale.
How much does Connie save, in total, off the normal price of these two items?
Worked Solution
|
|
Savings on Gillet |
= 75 − 39.20 |
|
= $35.80 |
|
|
Savings on Crew Neck Sweat |
= 45 − 23 |
|
= $22 |
|
|
∴ Total savings |
= 35.80 + 22 |
|
= $57.80 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Connie buys her daughter a Hooded Gillet and a Crew Neck Sweat at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var2-r.png 900 indent vpad
How much does Connie save, in total, off the normal price of these two items? |
workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Gillet | = 75 $-$ 39.20 |
| | = $35.80 |
| | |
| --------------------: | -------------- |
| Savings on Crew Neck Sweat | = 45 $-$ 23 |
| | = $22 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 35.80 + 22 |
| | = {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
529
Question
Rebecca purchased one pair of Otik workboots and one pair of Carina Square Toe Ballet shoes at a sale.
Approximately how much does Rebecca save, in total, off the normal price of these two items?
Worked Solution
|
|
Savings on Otik Woorkboots |
≈ 80 − 40 |
|
≈ $40 |
|
|
Savings on Ballet shoes |
≈ 20 − 10 |
|
≈ $10 |
|
|
∴ Total savings |
≈ 40 + 10 |
|
≈ $50 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Rebecca purchased one pair of Otik workboots and one pair of Carina Square Toe Ballet shoes at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var3-r.png 900 indent vpad
Approximately how much does Rebecca save, in total, off the normal price of these two items? |
workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Otik Woorkboots | $\approx$ 80 $-$ 40 |
| | $\approx$ $40 |
| | |
| --------------------: | -------------- |
| Savings on Ballet shoes | $\approx$ 20 $-$ 10 |
| | $\approx$ $10 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | $\approx$ 40 + 10 |
| | $\approx$ {{{correctAnswer}}} |
|
correctAnswer | |
Answers
U2FsdGVkX1+mxnvD1ueCSddBvDQXtxfI+ub6ZYAzygud0tSczvTqp/x8NjbPVrJ6Vvr5SpgzOG3fciTfBBoUwjyfAEDm0bijpySlKShIhZoSfsmSBXs4a4AVTIHreke/YFGcyYd94fZM6G+4O89VwyWZe+qxWQduE3wzp+HWPQFoCJI4WDIDWWl3cLScPIS0D5KDw1A5CXQbjgeZDiowa8STXjUHEUPRtrLQzAauOlQ5ArPzvu00WjaoKFr44R2yYQKGasXA7nbXxxW485+m6Gnpn0mnZI2E6cnc9HtigyvvQ6/Q2m+EY78tTrgB1E4F29y/zkuccKM2FM2L0r7t3HxvJJbNYct2QyZMP6U8ja5A5yZUFuqi0T9LaZQnh33eej8nCAZr8nHidd71s3LN/zg5Pj2/Zedb5mQo0FjSYTaBIolmHY5BKQDN+6uavogWrgHUIOVfh3cpztaOxrdrZZWShVvq/FzeUWZlheGX24ZwjZtAXeX5TmdMUXEmJjMsF9kgxawktTe3rXhgSAc44q5s73ZUMmCS+xDzTXpXD2Wo4JeAg+15r+pMem+DQ5fWK9S0l86MY+bEAki+riR/A+MzEnoG6E0PFsPn38qKT7Y6oeLjBP6wtgJG6N034KdBFCtBf6MLncLtL1BS5mscwg//22L7bBtNo8Lus5V/HajyY/IKVE1bV5t02PTS2/09YpOpIRxzX65O+Ls3+n3OT91GF/kudYjBrl8ouhZUZE88twV35FL9yj5fEYXMAkzdIGbBkriyd5NCzV5CjLrdWUM8c7FwpQDHLgBeoziqx3N8p7ltxnVxH1DbIjS/dBpJp/YykAV6iaJoU6JJuTa4+164PDAowc1H1o5UjwRAlIFVaD9Zhtw4ief6fMZyi+mHizZYbhBs6xNef0HEc2VhbLnimJHvYGnFaeiojK62SS5bifjpb6kxxYtlagCi21dxcZUY9mQQjDU2H2l+y2vICYbZYIkAiqVUiJsIEc4ORb/KNcgLhRxcYnVNUN9C8f5elZCR64khtktfrVftthWFmvBcCGiDzHXjAOFBpK3XRrdcNJlhW1NmF1X6voHSjGooNBlVPErhyd9DVZAU2ZjOS8E32WAoil7CWq1WjBmn3M81upEDSzZPFDExjVoSMjxG7nIMHxA6nJFokT2v0uAvWGXpDgH619wtHVeoCEirBndmbKHZKYRa/bJjnQVVfuwi0n7N7vB0b3kZEui+N2DsbxA9EACBSPfRif6/4WJtGrO/unUntjxpEW7SYxCnovJRNTHXCOLmkBtUAPjYp/VvPRQ2yngpRJlFYQAReyLhm02rx16XCxpXV3HQk3wPdUTRzRFuiLo7sr9Ecez+e+EBrLAM0NV7AW8J1mUKoyJwclIZzX0EznYDtYXsnsfhYOJYcs0smaLGhV/hrPzhSwcbmt+FgM9YG0LaqOwoVHag8mIq+IPWfRpdTqk5yHXx8P36IKlAj4WvT5qqiZVp9ozoCRCGQC1HsyC01jz7rsa7UJuRIfDwCnkx590ZpQp5imKkG60VYQOwhvjZ1C8ZyEH+CnHFLC5y1u+DJ8O0Xa3pr8uJHEp9kYTLeSCoekHv/KThOvhixj4KuBrXv3jzbBtLlj90Ij0dNieSgrzfQTSPUUumoKgjhzaXrWngGtCvdWnx8NGnPERY08Jk6eylwdVNsw+b2bToI62U9dRkKQSEdi3R7iGbBhPO+QaLvBRQIx+S72MyDZbK1J1UFzUSkg8TtQb7zzHsvSJaRuCqsLlDIlGBK2yp6Yu5RBoE+R00la3J3LwFZbAnKt86KW49SGRdHDrHKGHi+ut0Di807eyGF2fVmDdC9onILxU2TAVmJ0YfRySojV3r1I5ldCWGnNjyfFVd7gv1CuGEsRL2ET5gk4N2REpTcR74eMgRqVDWvf6NuVGi8ZzgqAer2PnzSSji8BFdUbQpmZ+txssQhj29HA0eQfHF5M61HT4pvZwK0QQIEHuhXOP8aKnHUqOP7QSQWBiu9KVPRVKlfLRj0ZeoX8++qzT5SP7RF/kVztB9wn3cv/OUtDNOWk/0u+tr2sr0/8M3N5jD7Qe0lset/r6BVsSrniqKttc2Lqv6sAfZTWzlAEqy0wj3GJndy4Bmmsbdz81hWzXxhnGHLhzvPmDIpELE0fo9AORAwZaw7RPMRqNUcyMZrEbcpdG6KZDuDG4FGX68JUbxGrbsYgjpa1ks6qxqaPLKeaw7CrHidsD+KKDgvS6n/MA5zzkixirbpy43M7QBEyC3iP32bZlHDdleRmjvnKNU1i5OutBnw0tz+hg7W9JmFNdXZtyEYPQzaDhGiTIjx1iMLmj9hUnrumMjoLRqQZdpZQGBNfSATURDNaCwD9lQWBc971/N/FdQSUhuRJKOe17GJiEJZEYWTxhMYXOcCZY1OkjxFjIaYSIufw1T+6pQ8NCPHCd+zNaeX+yyVa5mI3zXdVMMPA0t7hJw+rNOgSheTLc7RISHPc5F8NkArxe8LRM+YzTrhMIzqlG9HTvaP9W73DbyI7y2RiRhSDTABT5zX2MGLxJ9L529AeOMut2/3SytmkxK+gwrEgC8ruSiZoEeeeXyz9wiEEUjQSWZvWTr1fucACpU78R1RAOuaWyH8YQHF8egQ6x//nOA2oo4MVfR7WFlqSx9e4Qe14JOe/3dIPkyt/cbCw9TMgFkwV9vXrP5mbAPPuBRiEiZ8zEL2q30+ZnTkedtpKTIOZqXrZr0jYXvxJ/LqpYtXcqEQEP1OrbsrK+sjSNnpqZdiMRs2UqhNgPL+1I9Y8tyuQErrZDI2jsN+GMJR9IZQCqQRrs324KCyjHr5PueQz6SQ87nvG8VPlCMj4Ro5ZWAGm1IPlAs3KnUbdWOgX23KdrCw+g6ZlgPxy13Vt6/MyssTjJsIL+fappvoelCWctFoFUNKzgW0rhirfBMZnq0VHc5bhddccXyJ7t2cfRVczbcXvVIBBjWBZxAY2y2vOxLi/fz50aFL+cJ6h7vxVGP1Az2CFtHyy5jV83enMuH/BK2r3SwThpS9scOTjKVznPHBwvYPPdP+fnVzn5TuJok6bVVh/95hvkw+XZXmh8u+3y8lM6FR9ytvbcjgvTjjvFC7mRfvPIywHlptUb5D6cllvoPkxcwnjNLJc7LXZzRMyzAmK9Fk97i663bc33+zhcNuYBn5nsF0gXRcyzP1vsLKbS1r3eGhHeD5s8cQdDzX/OPdl6oMuuMMl6Yr+JcL538AIrqKzIsk60CvCjbAaLDk0xiZDBrGP20rIRpEd9n0LysTUKJuk5VaNbspqo3Vl/9SOjGNDkeAVANmb72lO6jRCIYu94eigbygRtyePmjJ2EuXCDArPMpmn9bhMOaYfwwQXd35D4fUSBb9VgXp85C6CorLms1b7XsnTjWx9K7G1PcjFHyR1IPHqJsts5bwvM2xFfac0qOATazDJNb9/vkrWs1iGWokwDY2djIOjIE4++HOGuRSJ0Zt6Z/Ven+mRm1eKzhaE4RXGlS5KZkugkW9K7fx7JY9UXi5jJAS8hQh3VUXOJY0byjZ09A+OwPbnfYabfmw83lq0KYHcFS6SM1a8BAi3Y2pFjuJAJIEbiEXGHLKwRtUKPavDE/p/0AdYXFOcGk2euWNdD3di5YQhf3U2Swe4JJ6vdT19raTLb8ylKa/scFYipDPa1K6z1fn8zONkrKbEiWRoeYDd+5C1YwOkaMjkg9zBGfAZ3oIopxE7RUaUjBu67OYVio6VBYf/KvhtZkWtelIa0SPgCNr/4TENEyzbiCm6yT9klT5zZcSJCXTtOSAR3tD2EqjxVjVbtAycfTGA9Oc7tPJt7zYrSBGZj9zD7zmjy9PG7MZFogIU2fuYaX8kxqCXOlCncd77rJVqJcMUFQc3fHC0vfagCq8xvpgh5h9yGl2Op2//gl8oFbv/m5xPiG9fMmgB/GvLBQfmZ5BefoeXep7F6bRQgii0jTU7xBkKSLR/0WIpPC7wVbwkkijBowc4/JvY83gq13Xmxfy4XHfyirc+ABYYn5C0TGKknYEbl8MYdg/urZTyBEqZXIC1Yq+y+TAi1gjWyC76zw2LoRsSDMvm9ZlDbHvxTYpbTD8nLYZCSw+IFAH9eYhCKyK0jK+OfU64+OR3iolQwUISZpl7usLoCKf7UusP4jinbE86R/VvioDM20pZHqM5U8xYLosJIRNHC/K1BxCPGQwVNBjZv3OgyA/qwg9tkH4/iWOspqegSCproadruLltxro+sZs+I4fuNWsaFeaRk1yxPDE6WpCM410gwPflSGqGOQhPMHXT2p555W39rDwz2tb8iyqmBIVVsMbRU2yyfdkbFSknBvCJxqXHcbxjPE7y9INPwc2yvcc+Wqb+Q5rGPPLb8PuUmWWDAp5MiPpDFiBwpcXLjFQLDFb3s1PjvdVsGvlt4V6WYXenzZFIvTZePU44/+5LuYzDMce4eUEcMCYvqTpJW3Fs6zfOEogRafRl62ypz80shUAr5n6pizowvp4qd49KPc5TW51VgEUeYWfeV0NV+oNBMmx5FnJvKEXFgXt79z3gslJBTjImBzFDm/97WN5b/+aaMeVHDFQFc7oKsrhaM4rAo7n/AsMgH1j0i1aPo/mTiVOBszxUCBgjwk+yDh/5vL6gz9Qxvj6UbWJ8R98r+Q/5j7QN4cw2tc+GR2+jSMe57t/su4sxtCJwSt6q+3my5lUqKiW8ubOTSLVmZ0Bheg9u8VYODTUTf5uhMk9qIN1YpO9GepgtZ/ynxFI4ObzS7n0o2cXjott0WpfDK258qq6ia2FkTfbmltl4CSyri1Vx5WANdHgjSp/q0d5ir3sO+EKWndLyW/4vxzxpy/ldUNNTM9/3b3P04IFTqfRo3K7IsqngJ3tcVc7vXKkUyXpdjvkRhobUNvyVRhVXZgNfZZ9N+pE9uqabvqrLb6M7KY9tWFJBewJypebH9JnJDTdfKZQj5G2xlAzeS7YgKlL1M0fDj0Nk8kDXM4ybBQJX/gjJr1eW0N9Q/Lb6dVO4kB97UUpiwDA0Jrp/XiCmWDc/DgZVwglWTXDXLoqLCHGgyAMFWDMEkN6n3a00xKLNTLBk4JYKWgzmbqANbt6NmRGYOM54P5121E37uIxo/xTi0xrjQVChJFpVjNCU+XN6hbU3vJj067wa3tzVchIBlx8fUyD9cw2Zb8F/7oY/OVHn6ARIcvAhplWpyg9O2TSgmoFFf7+CwWSbHc4/bRVf52nVZfFRRK6+hnFKLdavfGMdzDElnTMapQcNK2RWsa0uHcDcKvV+teXYOp63iBhYMGMlCJ1uibD+acs5Sr1+/v7OqQk8tjJwvXceOYjQjvous3lyK0vvSkdaxnucTwAfOS++AZwoLT2wwMb+59K2iQroSKUo2khuXQfh4b908E9WoEiUmfEYtNWKVZBWmzw7TKmM7O5AD4JjgvZLuIvkLkB2GtkM8iH8+bugwlG/oeuqcPKke5fuSD7bZzsoHt08ShOLJWa3ydkLYJ4u/EqEevQ7kQ2qVEjDcH+I67Ycmojf3pP5kYLojEp+0KwHIm3QwVku6Scu2cmOdKxLZJ1tAqFPL+DTKy7qBMifPYHbMzLGhhLeFW8AE2Sd39qeJ5UwWdWhlGZ4nAvsD4FKqh2WoEMbd6uXdd7BXVy01Mt29zBDZssMK9BUDecIMW8YpWX0NO1D6mRS/C+fik7hnkE6LqgAH7LlFFlJjKn0gY3cOmiaYQfmJZezBkBhYLb5PQhwE2ZcXe7Z/+mDhk7u7xWv9ZSyzDk46xj7pPKv/b/fPp9MTvrbGSCUorS04RsHPEeMMZfsg9RsovXA1EG/RyV8Og8up8RezeQA0FodoAoUfbSu81SQyaxz5fj4+hZmZgxU5UNRQVIsTe0EDNoTEX4FXnWc6qU4dvij0/x0+YCNi+0Ra4zHBkSiz1VxO0oYXubpUg3RUUhjp7FrB21x5FYm3/EPDPSNk1uLyaTH5VGPJHgfWncXNdZhPZ/8ojMyCXa2Rx3MIK/qPHQSqcSHDZGZyHAbM+oN9Q6DQIIi7tz/CSUlMM0/nIhLFjJuAAuus4omenj3wFiGBKm6UKVgUMnBROK5w4NyK+3Xkd1D7tTfyEqdal8F4JEGJ4ne8A2791W3SjNfG1kI9YksUBj2XOSbUSfwZ2328K2w7dSlq/PEllt3OkRLikbSDLHo90GNFbVKRzw3aWNBsCN/TrgdQ7zYvfr7Ddpo/C+bfL1qwop24ZkZdR3hEX2m7q49m0+WYoJREJ3TbRM2Nvz0sCYwPkobydoVgcaf7mao9ZshndU6urW/wSZNbvGnWjnUTQdtHmG3rzXKzS5vCAuo8P3UTQqyEfl/lpphx+CtHBtnTTJdzq0RsXcrn46W/YWWB/FmKyk0i3mkf2YQvrxIz//c06qryNatZk3Fzd6SPaozqRrYWcU8xQfl8AwtB61P0Cm1WSOIrdMqhlQS5mikrJm/Rd4z/ZsNqPN0C1SrMX0NRv/H+Il0eDsPPb+AlseXTjllRNros6EeQufKEdJwg5a/oeHTETPWPE1CYBFkCXTYxurWGBDElikLppl4W7ZJaJmUMmMebuhJ+wNA55auvmHWnyCJtT7jVE1GssZI7+NujDsbYNYrro1e3BZf3/dNsvlQDYxNomqc5IH0Fb49NTrTHZH23eX/HhJMlut944vlxJv5AtvdLthmY1UM+mbrfoEI3qnVd1TcuQwGhtWiY3/yzDP+LSuUX8ntNOgHu/nYGPvSLsuzNX4YqctfXuAlZgGvrLQ7NIixB232Ec3SoRI7hgskWceHUxOOIbTB3b46NUSEIZ5zNuKKh7ihnU9goUBtAIb2m4uEJT3CxkFETPVYfZ
Variant 5
DifficultyLevel
534
Question
Dale purchased one Asics Travel Polo and one pair of Asics Shorts at a sale.
Approximately how much does Dale save, in total, off the normal price of these two items?
Worked Solution
|
|
Savings on Polo |
≈ 85 − 60 |
|
≈ $25 |
|
|
Savings on Shorts |
= 35 − 22 |
|
= $13 |
|
|
∴ Total savings |
≈ 25 + 13 |
|
≈ $38 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Dale purchased one Asics Travel Polo and one pair of Asics Shorts at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var4-r.png 900 indent vpad
Approximately how much does Dale save, in total, off the normal price of these two items? |
workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Polo | $\approx$ 85 $-$ 60 |
| | $\approx$ $25 |
| | |
| --------------------: | -------------- |
| Savings on Shorts | = 35 $-$ 22 |
| | = $13 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | $\approx$ 25 + 13 |
| | $\approx$ {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 6
DifficultyLevel
536
Question
Pele bought a pair of Shin Guards and one pair of Adidas Gloves at a sale.
How much did Pele save, in total, off the normal price of these two items?
Worked Solution
|
|
Savings on Shin Guards |
= 20 − 14 |
|
= $6 |
|
|
Savings on Gloves |
= 25 − 17.50 |
|
= $7.50 |
|
|
∴ Total savings |
= 6 + 7.50 |
|
= $13.50 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Pele bought a pair of Shin Guards and one pair of Adidas Gloves at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var5-r.png 900 indent vpad
How much did Pele save, in total, off the normal price of these two items? |
workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Shin Guards | = 20 $-$ 14 |
| | = $6 |
| | |
| --------------------: | -------------- |
| Savings on Gloves | = 25 $-$ 17.50 |
| | = $7.50 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 6 + 7.50 |
| | = {{{correctAnswer}}} |
|
correctAnswer | |
Answers