20192
Question
A {{factory}} produced {{pieces}} {{product1}} in {{month1}}.
If its production increased by {{percent}} in {{month2}}, how many {{product1}} did it produce?
Worked Solution
|
|
| {{percent}} × {{pieces}} |
= {{frac}} × {{pieces}} |
|
= {{total}} |
∴ {{product2}} produced in {{month2}}
= {{pieces}} + {{total}}
= {{{correctAnswer}}}
U2FsdGVkX18+3olCzm3xOen3sA++N7F3Ng+q1S+FZkEFwlMrvXTUhnISAzYTMJ6Q6QLbDvurqwaFD0g31spw+jnTEjik44pxpPOhZ6pBbrU3/U2Iox/7ztsPLPhluzGMXe2zjcZWT6gpmjyRCHJjJBW52ez/zJCeWhLt2c1CACp0NYOew2Uhe+jaD9GqGXtEH4tfzjolGBC85+/5RYvmQSvb0HT6YZ3R9b/R2TYrLsKLliGPYEbbh23LbczTv3FgYoP20UxgUEWqNLoTVlS31cFmWjym/qevjwbLroZc8ZIGSXEWBrOdheAYkKZR6ecQ/5DnRnoiKthoB/XfCz9T4PmLENQIf908zJHedz2qEco17ZZtIgdtmRhAtLFg0iD+nGOxbLDfqM+ZsrL0qCv5a6O9w2u5fPkMAG9ARYSJ61n8+9mqP/qhzZGuscJ/03+mnfkgfWlaMRenErli09xr7oLC0zZvlap+j+9POALxc91e7m+BA4mVg1Ij8VnmgBq3JCKDeJCLl/tONXW5AC4/lcQ9HICp4rOkrolB2RXYPa2RLHAE6LhBk3SHc+FVu5sD97bLrZemkjHj2wkuezKA6Q+MhHvN7zz926BIxBqQiQnzBgegRYHu9xhqnvGCwRSg0aWqQKyFvbLWQ2kqT6UUQpsjGsJ6On4h2DYNtqZsSW+1M+5Z8WRbBlS7pHdePXwDAHLb0VML629+KFxqEIYxVuljiI+XLgelAQXTknQ3mRJSIwDQ0Rx73A/Z1uxGakqGCsAOnsqH1i9beCnsi2xOGqKP9sPjsj7sFbd+Qrd75VhUaw26JH5hR4630Enq5XuMkirwg6wg2yC0yib9Kt6EbVU5F23WJcy6J0VmYb89a9lKpYuiVz3rKg3zOkcuJf8Ws5WYGRDKSDp4q92W5FeAIombNyiOvaMEQ9kPxPu0VcNRQqP+gTsYeHZE0Ey0G4CWOaH4+0xdgwA3QvwhVt0ZwT+H0PxVyE25mOq7rxWmnlJFvxparuWN7KckIygIqzNfPQMy/jFweTVvvwrCn9TPZjz9lFaflw0uKc6aqO146ioxhCPBhzahlehIshhYwjuFFcdM76moc1AIa0rRsDdFR4WQB7GKLXW7RuPrqdi0rt5yiRtcXLhb64EF4moF59tuilsmDlqRHWQY4DmRtqJMszeGle+ruPQJeQaEO4q/tXEp+yXN2N//ELFsB81OevELI2G7yg3Pyl7E6Ku30cHcQDM+9R9MJhDy6nZd/Fmyk78sqw2n4zLREQAPvwpxm1+lSQai3bMuwhogIDB8k2C6vSA+Q4/B34buU+lBzdILt6EVilB8w5yCJ2Vi/1VfPNMVXBuw1NN5sPGGB/DZm3lRVaUwPlujxTTP4phNvhApFe/39T3gjaReGjGUCSSTlO7m//4VtSlIUZlcVCaX8xQLlLwZibIZbJLJZscNydYBDJdzrnPRQO7BnZ8JfDOjCjGHQRGQYBPcYB63tS68LdupCCJJCQbVl7Gjh509XNvKoTkT0YRAiKDDUKEeutEkssfGGZyAeQ+Ea3bKJbF7wiT1Soky1Ua2yaiCgcO2SsWTDHpcqn7qwl6oPT5tjnvJidEGqkumycRP2kYFn0lGXNdQaICfoee/X7hvYsJnq0Audn8GvM6VFSpalzdNstIf2dphX39bQX/a3FY2eADqXfDu09QKbQsEPt04RJr4SJVW501Iu6EVAryENrrzc4l8O6CXVVNNp2fNO6ru3AsJSZuon8g8cH8vJ0iEDA2Uqv89eAzr63Xv1g+11fdDEpIpzjn5bqoqMHyV9X8fVYYV0CrS5QsU8gWjHmomnbrHQzgQSGeMf9jbsTAuCOxxTRxPEKdgZhcWphuE51jwOtS8ob2MOtKitDp7tsw8qvj4rSXlDTTgMMjIEWiTwUfGqiEEoBwVlOSyk8DNMBevqZR7oCn+EuBxayHQbrJHUzlmvXavBuNLCCVEYzCZyXzYL56/guBgBogI1Nkkdc7G7Mml6NciCdSYVmifrlqrqGH41aziS89YHQgZdyN0yFhVBCLmQrFNzFkEsAoEPaXAvdaxP3ac05+suJiRqURA4FLsiZDiB34vBGH1cmcK2L8i9iYTqusPchYXHn4reHI4UbsVjLvheJGyLYF11LloW94q/D+o007pndngzhnVOLtcJ8yVrp3+4beSXIaktwxonCIWMfULKCo8Vm+pAMefOVAxSYNSMSvFOkFLIGuz6yht9yoii/QAcEzs7zQDYArSXP9irf/dsSUUoXeSgX9Bdpo7OqsRocM0ZdrkxA9/5OLAFKmldy8XIZr5QR58irG77T5dt3KyxT+kfq+WyZgxMIHAI0gFL4ZzrwTQYcVd8OAPBp/JDb1TveWMn7c2UxtB3uWrn99mUvDFEYT6QW2LNJjeZNQgH3ZXFxLbjh/2EYtarkNaJ3OUH40aQkDHFBUbnD15tRJOp7JXJLLXspBl1Xyqx27IiS4dRjGtBVFwcUX6hU7sRvPdGwexCYCH3vN1KDKFWUpA0taRELLF/680xXJ6ZuV7/JLzOSDUkZgFwagf5anrQ9jNg3b1Dz4JL+3lmLJKljsmZ8nVWISF1HGlidk8cP4Ukm2CcsdbxjkuQi0KfwUO3iw/sHVi4ikZOzhRDfje54WnO1Jf3rOifebnh87I7+4o/fgRGJB6pA/10vgdTd4UNgk1CCAAsQZOOipcokFgvE92Q8IS0CykHhFKaH6MZOEPaXBo2RsIgtaqEtC0qrm/uyI97YjK1SmvH+kB/zO5aUntAVXrCujnssrkjCwdsOs+UpBudmLM01HwgqnCTnrkRqiKiDNxz9rs6PBSX2I5Nf2z0STyvq+tyyhDR3+U1SQ97+uRgFqd6hCFP2M11OwTcOu0fRrNUx0DEXLmCK20QEEjgo6kVVzf6LqZPpKgjrkH9yCzkFFxQ7TmpZvSWjNMAjVkdDT2GDiAPXb8MXIawXxmULuvgsA8TBxHMs7Bnv6fwfnMI4uCnfPcZcivnZuZWN3qhLZgOZoz2zYt1a++mgCTPIJdKmU41Vk04MF42xUbdOSK93Ff1t5HkAdXs+o7pe7RDUsEjk97cNbehu2yULPi/igllBtiGkde8J+Mhg3N+enkNEEBdnuqsH46Nzgt1VAXlcVjtD2G8BYyPXL6IzUy1XhLJaxnuQN1UAjC7LccgAu3W8FWXS/Ba6Eflc4fpUMBBsmkT+Hr92TVHeaZhZztsTPZ5Cda9vuyCqXUZM+PI1nhlnR9Z0XndtSNq5/lV3mU6eQjIdqgKBUnX2l3bwSlbcp0Ym6GcFVLTrvS09Pr0Dd8BZVP+We2vyBnaiTw3AAQ6OZbRRuzGLg78IkMstugfAt+2KXeXdN8iZkaGDWovX4KFYLNNqqQ0Z9pidiEJJhZYaRA7qht5WGipi+vtenqV1xLXvQnrbhRH/jLIpTCQ8FAc/e1hMvrgzHk3dzQUESQnlnKU8oAbna9jhAudlfndFQUEsk31Mpr/7bfzi9LbkjtDBRQAynjP9O3APi7HB6hOFcLBVBzfw/gnvkiFdfPwqnCrwIS070EXX6N0/SmQGy+5laKrqdTlpojCrI3sck8LHly84Owznobb3IZ8OyoeUpHzzC6B1LjLcXbkkW2VJVMPD1p5KpCALkMYcrEei66j3oK3J4j4h2svZoVHyjDFTxSO6C/dAkPPbqskRoulp91PCSUiGoIaMuLF921fri2PIjm+jSSmXxfcepEsHthoV9ri6TNJEVM7osa4nYeMfIAcdnw9pwqo74B7LdG7C7bORlQTXimM1r/Pe2zbCTqRUHCXy5vSrZwSV5VDkHSL/3B6d0okYPBCVDvHmGDiZQvMYlOsj+Pc4+2o9XKTZM0UAV7PxTNR0eBY82sKWr/eEfmlTdWN5nHU2yzO/Oj9rYj0e2B+Axx+GzxepX7him3klmpPVQdgj+rOxL3Ti5sUlCf5rg89iOl2sdcoFSr2vvcbju6mzOP2FHea7kmennkXqpIzWDylTEaC0L2WD07hDANAztYrrNK8uHDJuS6U1GhZgrQVyvFsyEl2uPMqh/w2QxMnvs6pY/imshSVgDoJci0Ri+b+r5cwwawLB7AZlm6QcfCBnGC274bTlnVUZ7+qvVdd4zcp1511NkawEDBf+AkGUWBcbL0apeejqITR/MEqCdD23xldUO5IEsA7CX9Hql+eJ2+zEVE/ObEslcDPc4sGLPN2q5dVnLlEIUb2rp64NbVjXTQ7wiRv8a/Mj30wAdinI80nP+EdvOyIEzVcjpYLoT/rKT4Y7LAkiwqmNM2JsRmlOlUC3LNZ58tRFxtFWf1wHrxR/EHP2QzcS1xHW/DUIUv19F7Wzj3cMiScsRS29q8HSJFk5sAZRAib1ZL2jwq7xEEzlMQhjSoM+bsUtS+HtqTeUg1ifJA3iktItPJwgSuMn1+5QBwcNmIJAIhQcuiPNpBdKvbdwi9OnACvYELI3RNWrempwJwKHm+CGc+kh9JrVz8+xh5xdMMnqCJD6KCL813fOk9lFLjVUEVJ2zUJ9nQhC/BxkTSpjU/VH3PLdlzdfq41K7BK7h0Asnrbc/SNfP4VFd10RmsJ6vHE/0H0kciuUaNVwjW9tlEO1ynAhAwcWkAS3mZy3TwS368Q5cvV9F6w9IFEZ/CzRNDI+Le8Aw7uJrOULpx7xtSfKV3DKyO88pXjt7FEyTql2zBm57dJPWEN2gJf0NxflttpNnPl2XUpNVhpF0f/itlRJWD00PJpZ2DKSO5g8xjAhsjUX2TEhfkv3qakTZ/PYuQZoDDKVXDjmdwd36LmQpLundz7OaXOrUhWrGCo4SEPAaIuxQka3tCAOfEDvzsS2/3s7jbdqwqWpgy3NHCwExVaIKVCR71C/QJ3NSCOaIffpsSjhmZWiHqNX84s0vUm1Lvm5tetqf+e/N9aHFo59Rnxi7iFSZ+Howm2t+dsfBJuHVsAQm9U93stAnk0T6yqSTIUZty2TFaqjWiZDd7XLagDcvGItKpDr9L7ZmOYBuEJe6f2XGjS+kZN539cUNbsP6guVJFF1uQaIoUY1cire3k2q5ytYd3ggIL25/ujUNlVpavdFuvKIaCxXFrBvlzVKhie9XhPhyHN5nzBNyQn5oiPqV67tL+Favr0ZgshrIPhvQlwmOd0VLl93fHFdVlK7W+UVbxCCgouzv5XP3BuIKgu7GUGB/m3P8T2AIzp6zg4ht/hUT1DEQrg5OeFas7waBkHaNE2dFW+4hW8NL1wXwveeZhyXj0b0JVwaWahDuExQ9UAbw2xmMu1uDpQMRGoVilXraIMVRD15eFYztjP6DQg+kIMH2igIXQaCeF7ykRtnfR10f0gM6Jf9K1O6vo62fZWD5gP+EgZ8iJincCm8oLAuP0xBowfUrcrPw/qlB8Lmw9A3PurYEZO7BJJXLSeEcO3DwqQKTXRa62KqLkjSyTArsf
Variant 0
DifficultyLevel
588
Question
A sawmill produced 200 000 timber planks in September.
If its production increased by 30% in October, how many timber planks did it produce?
Worked Solution
|
|
| 30% × 200 000 |
= 103 × 200 000 |
|
= 60 000 |
∴ Planks produced in October
= 200 000 + 60 000
= 260 000
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| factory | |
| pieces | |
| product1 | |
| month1 | |
| percent | |
| month2 | |
| frac | |
| total | |
| product2 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
588
Question
A factory produced 400 000 silicon chips in January.
If its production increased by 20% in February, how many silicon chips did it produce?
Worked Solution
|
|
| 20% × 400 000 |
= 102 × 400 000 |
|
= 80 000 |
∴ Silicon chips produced in February
= 400 000 + 80 000
= 480 000
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| factory | |
| pieces | |
| product1 | |
| month1 | |
| percent | |
| month2 | |
| frac | |
| total | |
| product2 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
588
Question
A factory produced 200 000 face masks in April.
If its production increased by 40% in May, how many face masks did it produce?
Worked Solution
|
|
| 40% × 200 000 |
= 104 × 200 000 |
|
= 80 000 |
∴ Face masks produced in May
= 200 000 + 80 000
= 280 000
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| factory | |
| pieces | |
| product1 | |
| month1 | |
| percent | |
| month2 | |
| frac | |
| total | |
| product2 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
588
Question
A sawmill produced 60 000 chair legs in November.
If its production increased by 10% in December, how many chair legs did it produce?
Worked Solution
|
|
| 10% × 60 000 |
= 101 × 60 000 |
|
= 6000 |
∴ Chair legs produced in December
= 60 000 + 6000
= 66 000
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| factory | |
| pieces | |
| product1 | |
| month1 | |
| percent | |
| month2 | |
| frac | |
| total | |
| product2 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
588
Question
A pharmaceutical factory produced 300 000 testing swabs in May.
If its production increased by 30% in June, how many testing swabs did it produce?
Worked Solution
|
|
| 30% × 300 000 |
= 103 × 300 000 |
|
= 90 000 |
∴ Swabs produced in June
= 300 000 + 90 000
= 390 000
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| factory | |
| pieces | |
| product1 | |
| month1 | |
| percent | |
| month2 | |
| frac | |
| total | |
| product2 | |
| correctAnswer | |
Answers