20055
Question
{{name}} has {{mass1}} tonnes of soil to add to his garden.
He buys an extra {{bags}} 20 kilograms bags of soil.
What is the total mass of soil, in kilograms, {{name}} has altogether?
Worked Solution
Convert to kgs:
{{mass1}} tonnes = {{mass1}} × 1000 = {{total1}} kg
∴Total soil=total1+number1×20=correctAnswer kg
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
Variant 0
DifficultyLevel
587
Question
Guy has 0.5 tonnes of soil to add to his garden.
He buys an extra three 20 kilograms bags of soil.
What is the total mass of soil, in kilograms, Guy has altogether?
Worked Solution
Convert to kgs:
0.5 tonnes = 0.5 × 1000 = 500 kg
∴Total soil=500+3×20=560 kg
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
mass1 | |
bags | |
total1 | |
number1 | |
correctAnswer | |
Answers
U2FsdGVkX188nA1LSYuFETIcZpZYVLvGQFNYESQK1eWLPd7gUOGkoWY8eb9SK7K3KOh5jjaU8zEIIKqeXbz+Nx/3ZDQXY3jTw6hx1p0JtVs0XvzbnBRTG8+9ulxn520xFxxKlBmGWWQ1hCJXoJ0+tQRqzkcXGAMT8l4qE0DzoD3oivzfkRh4InU8jW8l2PP58vbpbyw1ZYrhLFi4iYjKfpJP1NXTtoc013zGyhFvZzeXepYIp1fl/1nFPnM3RIFm03qLV3Y3KGYqM9XcCuRaHDH2zETecDlGPPRxToYFKg64U5h3DonFfGt3FQfBrdj9hgFaJ+ORSmh7jW1U6k2YHTMuY1NbWIZMYEuJAznzHH+Q6JaRnPXQtAkxC0kt3Rlb73nlEO1u4jJqPmqLI1ueEfmh57WrkHUddugHu44Fnch8FoBnGcmVOwkegNJWfqFFl/9Rauecnpf4D1siEcWDeOJxQBsCYldou13GCCU2p9iYpIn9JzWdszDGw2UmKRDTcHLwjvqYiL34TH20QDB6FARLHreqfcMobDdajkCkwvnb/t2Gs8mJRA4mwl5ds+f5x+bAFOkV7sX54kzHP9IWtxs/45giqRglyMUqjzjOrbnYM4hZ3zL5eBRWlaq8lnLmkNf74C7E+QSbUFUw5Mq+052r++cUHm8r1sgX1+K08KF5vwVZjzx9B5koS8cFZ/DGIlUeY2a/vDCim0F4ro+2FzbsSAYXDyHj19s2VxkFUYXgI2ZiHfsrB04g1zQJsoa9N+187aP+OzRIHT2/X3LSFtn/2b2vr24Xz1JfLOhNXV5SodApVEV3Wpxj4XHud/QaBwbINUPW2VvvsazeRSxCoYkV0JlPiO0uHXNVTpw+Tz1NX8/ewzZbtAnV37x/DlTvAxathTiVtgH9yDpQ4445M62ritfC3D0xfJKPebPnAormDepglUTWpdggOLm3zSS6v5MnFfvhirk8zJaDMufdWNHq72awWYfMO254IaFF2gPqov5NrDQbg/rkhBEP9SxDqa2oAQKchGI0y/XTmyUoclQXMioBUmZ3c0i/BdAxPjkr2lDYqOuFkGONAZ534gcps2nHbLIC11rf+2oAw94zFq5pzbD8AvzJRf1NO5gu8xI2EGHOE03YoJE0vwhG+SWlTSuyP95KfYbjyvrIT9BkqzW2eGjEHeTfOP7tg0gsFfzSMmxJdiI/Vf74TAWR7cglvzwxH77rQhcpB2G+ZyfbIj7N/zf6GAVr1K+xkTb3WJAGO9iGrXFZVzlP0Y90JdFxPkyCivT3ZkIrnwr8EbfFKKGgV4t6S97OBKoXGKld1luzNEWy2a6MDK3KvLlagIYAALrltHOjiPsVCvbdXj9fF0WLaKH+zK9V3nuhMlM5qFMpDynisd28nf9pNHebIeNKnfu7ROYagal6NIWiNm86AW3yA6W3zr2J/UqCau/A0Zad1+/WrL3sAnZuCdsge6KJoAwZGHJ4fSqLzj/+UQUN5Zwqbx4n+FSGPfwOo4pTx2huG/rTja/K06c12moky3b/lQMPY1s48foqtOy4FNG/3e/a0e5hQC/QPzmzNb9g7O1LVwtCICQEL3MmOpmrI1zr5FaHklrO0GSFNiduGorvhw0iOuMS/ZwPKRhg/V8tWEPQKwSi0+2n8XJMjU8EOJac/+Got5NreWT7no13xnRIy0ONT/m1pKYJvIG0CuuWyX7FltCwbLaAFmvoUuYdUkd/q5EEQr4DOJdwu8xUbj8eNHulkJCXiuzW41zWNKnR/lLkRckGtvS6q5NQ7HUFl6S+0b5ZVYnmj8ZW3/0K1GX31Ch7TDVeaeeGP2lFYCaMksJxDoIP6rQ7eXREKyjjdUwGH+7IEdz90prfiVYeY37mh7uJeXIHLJBwsELiSNgW6BrfYvBY2O5YiNZGnpY3ks6ED7AspDtfi9T1xcdOPyh19ayooTw/1dfj9+S95AlWLo8ot7L1P/mcsUAsjHMyAsj5uVsaPPHupBslLUFoCKcjg/X/VQ+PB9M5HL3i8OVaE0YhEQUTzJGLrCnFCwQD69azMmS/T/uKllnB36CctH3uVOg/cl0ltS2STPx2tbB7a+TuYjP4GkFVW5uzGOYu12BAkhWF09dOqGI5XsVc8XydK4yQWR1bsPuFqHh2tvzBKj7mDcg4GnAUuyqUbicIKF0xoMyP87/zhkESlIrlrzjXtBqZWPOvM8RjShvs4pNx269e4+QXWEWTyH994rLteFYXct7fnHVrPc+JLxlW4tA47LqCTR7SZEY3y3vp6iTCGQwq/yDwu/W4C9qVMC1718cAC7OmanOmOAQSYu2NIOJFVqsSjEUmVKgZpQ1b8dvlH1JN43YjqGSyVib8h4tZKkrVJKBsk0b82VjmmHFjEcfcjopaFQfLnxwOclKQnfTWfWyBiI8CVooaQ0EECJKQBqyoJ43UT655x773wz5OW6YoUsb0n/ozIiMGDvHXIPjfKQnB+fT+nqq0DOKfvKON7H/+2yrvuMSt1Cfija9hJAKFL18Mrhf4cyl834w2/UXhbZb+jjr76fyQevzMnadabp01E2EqO4GsPSH6siaLBM71lUa9soQjPFOcT3E9RAqgwYOMyB6jFofPxhjEhjJPNbilkE7k8LQuB4STCh9fTVOxE1Tkbl35csPqtOHQqre+qdt3Keuco3t36iOcoSObmrCbW08jS+WsLcK+CP2zkq1KHhIj3koGYxa1ylhWD/cFzAbt1kmmJoyWpFx8dfPEfsgDG2lvA1kjOo1gn9wA5uDxJNCifBVpbfkCoYSZBUW+QgL2VztKiQ3maadUb0Xo0EDdsV4LwVvgSrcLKiV0/S/GAVFLRNAdbMlDQuFMxU9tIxz6z5gtg2Ublf+dhrtStKtzULb9oaJG0t4TFnPgXUrWDp8qyVRHfxRPlQ61c/EP2rIeg0yniBsbCScSzgpn6eZLNdfS/alukE55umJXhMaW4T+AU0FLg2IKB3Sauf4WQpjMBGQeGVZx+DACYq9aKvlp0xUWZO48f2LV/EmDGRrzCycxKnINEGmZD/q2FgaP5ek4OTvlgkMOR6uvjyBFO1N2Dsz91HT1pkjr+UQYbqvRoBba/IaoG/M1iI+tTbL4/9hGisDmMsHgpM6U4LaVC+NUpgFh0WBfuwkt3C1N/Uy+y97L7bYem2LFLNNJVjgrQJbnBHL/YHc7ymxAJBuWtooF3QSqDPIlINrZzyJbhk3IbKuTfFN1O/IWQgTkvQGl08IgByXtzhYT2svH3fZQntg8gYFnNAXmgmfDeZg/Ejcq/3khdrgMZuY+HIhowcxkRdEvqnNUvM7EQg4ePTVy+9/flXhgV5aiCZ9yRhlemNS8vxqmws0b+M7xcd5yGQ/lNPkxQI/c9GHI6F9hU7IE5jI1mppRtbcghMQTWA1PSHEPMPY6onoHJWlZMlvGluFGJtNEv7Z2B0mJRMrVRbzGqItyBPQcG8IZ45FrZtGbUP9YsYejZshhwfaj9u/ODclhVL653Ni5F8TPCRWdbvoYWpu29lQGLW13jBNaPb7oI3MQNLL8JBPeIV6R6L6tJ+eFWjNjH38aHeLj2WrQLtcgybagEAisH6XxaSh5NhEZEKyjX2BvBl3Ac8in9DfECT8EtsuulbcYFumLvjOW5ARQkPeQcir/7QbxSqwxZvoRshWAZnru7leiLH8Q9OSC+wz9vhBvGw61f+/+uXY6J7uo8oPSSucUrXBiY0xbUoKXBarGiijA9CzB+P6fST9Kn2q9HZxhTcGv/w6X2P3kKwKuwKKVIcetVlnWeFzaRWbGsH5Q4r9FLnFlQ8dOYYjT/fPe1KxCUqWcC9i+9KcFMRYGCs1Xe5FJzmuFTzUBIC2mLk/zRAg3whUV7+0nCY3i7Y2qxASBkzhcltdUyqnTZlsOX2S4cwLXSoskDrDGeHUoHlx13mGDGko8mqPTLkfgfvJBunx4PzxWoO0tYYg6vdYBCHURxf2JSxBe+iWlZ+sc/hGYeL/qHUXrCKxutXX2mn2S8W9H2irxPP9IvlDVIEv2L7FCuNFBinQrWJGlGz9WpY+RB2NTELv00S1rKcJD88LSRD6XEzphy+fjRD3l/K5wWm/bSPyaNtGX1/FI0fC6+vV356Ss0xdEVpyAAzlHP7/hAMo/QZmv6um/UH0/an/BrieFYCosZrFZl2ivOK7QSYoMqf5vlg1/6W2cTzR7u+WgMVAjfRwBSIAW6KnNzeKwakfh60aR3mN3qecfZP8OedN5RAoC9gdbrCDF8zb5EQ4if4ehayBtd1XVCwYJRJUtkbeI2vVTUobKoeDOC9Rnybd3ZEj8kQeSfKM0Z6xkALWk6Pbdx+2B6TztLduqgwJGuaO5DJqcxD5/YeVniI9wM1qj0R3zytwKwilFgsDaImzH2uuHRN5P0g47MwomoR8VpaDP5A2ZZz7YgKWBnVwAYufE6w1g3Y8kFv1cFlZwkumtF1fbYKzcxmdqxsXFwe6Qo+/w17zW1vsCwrLegqa5Dn2sS04ynJ/yE174wkBhXCHx1ctkpfB7brYVew+Tzm3Qq6JqnQNnpu0nj1PEF+/yx74pIWQvroUPaW06IFFjWgd3wfa0ozseDMh/75CGvNHnf61J2yZzO13PbejyUEfZN69Dhl7zYKYm2p/bOJWZxxQ9OxaMnhM3vqDO7aoIVWl8F77caWvjpvIsykKGdCn2Yqs5eYACBR3AqCOzT91quK+wy0KeaHQIdNJ0HXoi5Je6YrGUC7aLWiJTQ7TZPGnOwJDx2PY0Mn2FvQZAT+iLV/bQHtN3qiiflEMUeOJfcUyP6t+b9hzCLFWEcT1a5WzAmDfdYWDjqgN1cHW+GUvyPGFM9Ai3yuUvJJ4rHbL1SElCf9K1JklSuLAv5Cc+82Bf0xXzBhHkEQWulwR/igfqtH+BXcKrsKGaNGgv6pU515WugJVtN+52vReCZHQI4VJmtqtr49m+HVikgbe+Af7wOQkVregqnLu8NHGva3JDwNPZIkEc79hFPjAhKn16CPtv6YGTFd4AIZB8/RpySKlSIDRBEyxEPTper6KHRDl6JcRDXCnisYMuKWOVYnNLPqe7InJYjFtElToIOajPG6uuWM932DrKCSXql/VlSBjqy8FBpFqamifsugmYzrSTE5EyMep+guhA5KQz8tATKrukSrNk1ZZoXnOChQ4BVZvr7Lkqq0q0nEg9lNKO4OZ5c8QmYjOYbEA4gZWvSrE/qlpXT8Rl5i9SmWnFJKVx9QnL/f6xk5VzrhQoFEZM/pf7mAd53NhB0WvKz4T3qdP2iENqPen8SRtI34htOCXLaZzppXrRDd9nznC51LjJDlxmGD63Rt342qInEVGNKuKEVLtFApz69VF6+SfYP4LTT++GlEJkDJy0xIjpEWIoT+nAj+CZePv0Kr6yE1GRVhuY8UJzn8oMCt8yorifzWfXfYgzNc0TPOPDCY6abY+PhufGcbTiTnyD/6uBlgUAHAclyguyH4jvRIIaR9Oso1Nm9wARI1lS37SeYMqa6oBZy/M1ZSu+OrUozLE2xeNpzMYa2DVATmHrAyh4MdSm1vy3m9yEN4vLA52xpMC3+9hSAnAY4SUKg8T/7d6ti8Net981x9qZ/y/m7SAMyAG4RK+ugUmrSU6IHMuAybqFqhghAi7R88cDs9WFbBqh5tiN74GNNQZLJH972ERSmY4ALtOJMX8t8xyPbe+qDQay6FSMgrF+VcqagNa4yLAtVLdp3NSYAlsiTfgic2rbQoa87RtYkINQUE1V2Pn/4hYi/YHKid+VKxa0kadQ3yQA1CLkPbg/v6ViBwjxLjW2jQgg3/KCzcY5sKZBCtFOhbKprZ2tlOHkuo2b+MZes+xjSoOcpGjvQY3wq8sz04n0z/8hkAmWO4LOmsgubX75pJT3s9L2JUJzRw4Q4smt2uecXno6NxftHDs0vuDb5kOVzxIpkUX0oFSnYT+81WWh2K1xxZVXU0mT3A/DRb6wSJL4PU6zbmEl1nEXV3H09laAwsxvD+1A/aqfl/M9FKdi7o4OqdTMGwfFTAy7kYc+qMkA5O4QE4PbCgPQElhArRAugtkWXkY/UJPzQmz4CCI7GdJQJH7DwEkdfJc/aBySzWO5VJlAecL71hn5UhtrBJVDAzobp+5FBV7n6JlLG6aXAxq7BPL7eLdF+4DomjXs30YF7S5mNf1w0D7ycmGzZdfn/Ax/+w/mKn2cCFl0fau0L7EokocaLtU7B9gN6m+z6cKFvMgPQ6gKwZc/wNIILwXJkneGLHHhbHbK2+BZj9N5N0OiCR5gR6jX4maIN6+g+L5cspGlDFyrocx4qiXptwTH0ZV8Y84zrNsI/L1MLHY8yvcUNQr/e3kGSKRavMuZBiGEkiOeEw10sj3i7ny/VYToBWySv74+goVZmMHGyiVyaaHd7icOCGqjFoI32+j8aJ+/EFbJYCrfRvT3LcAt+U7i/G5RAHDRFP1mMtk7kw6B0++9jIjD4iAZ+7dxxwWkejKZB20KldBR6aT64JzpIh1njUD+m5tEDvglv9YuHvVFQ5ehOs6vN6oCxQcKhXaH9JJCGEMbNC0cLu7QSDhL5w6eWWFVo3WNZAfGS87OWZu6bRdFQM3yC2N/10GSsi0UxPgKdDgYUvHMT+eNkV+v3YI4OTAkv0x0f9YWdBpEM9lFf0cQKF72PlhxjVK+e9DSB8goNI0snvLhr6aYhp+1pBnXKFJokw+hzS+FavGx9b86
Variant 1
DifficultyLevel
587
Question
Dom has 0.8 tonnes of soil to add to his garden.
He buys an extra two 20 kilograms bags of soil.
What is the total mass of soil, in kilograms, Dom has altogether?
Worked Solution
Convert to kgs:
0.8 tonnes = 0.8 × 1000 = 800 kg
∴Total soil=800+2×20=840 kg
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
mass1 | |
bags | |
total1 | |
number1 | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
587
Question
Stan has 0.7 tonnes of soil to add to his garden.
He buys an extra two 20 kilograms bags of soil.
What is the total mass of soil, in kilograms, Stan has altogether?
Worked Solution
Convert to kgs:
0.7 tonnes = 0.7 × 1000 = 700 kg
∴Total soil=700+2×20=740 kg
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
mass1 | |
bags | |
total1 | |
number1 | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
590
Question
Ali has 0.4 tonnes of soil to add to his garden.
He buys an extra three 20 kilograms bags of soil.
What is the total mass of soil, in kilograms, Ali has altogether?
Worked Solution
Convert to kgs:
0.4 tonnes = 0.4 × 1000 = 400 kg
∴Total soil=400+3×20=460 kg
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
mass1 | |
bags | |
total1 | |
number1 | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
588
Question
Mel has 0.9 tonnes of soil to add to his garden.
He buys an extra two 20 kilograms bags of soil.
What is the total mass of soil, in kilograms, Mel has altogether?
Worked Solution
Convert to kgs:
0.9 tonnes = 0.9 × 1000 = 900 kg
∴Total soil=900+2×20=940 kg
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
mass1 | |
bags | |
total1 | |
number1 | |
correctAnswer | |
Answers