Wednesday, January 9, 2019

GP 3 Week 8 (Due 3/1)

A picture that measures 12 cm by 18 cm is enlarged to 4 times its area. What are the new dimensions?



OR

Use at least three sentences to describe a concept or word that you learned in your math class this week.  You also may use the three sentences to describe something you do not understand.

48 comments:

  1. So I think you would have 12 x 18 and that equals 216. Then you have to divide 216 and 4 and that give you 54 so the new dimensions are 54.

    I don't understand why there would have to be new dimensions when you could just enlarge the picture.

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  3. Three things i learned in class is how to do transverses .Another thing i learned is how to use Plato. And something i do not understand is how to multiply a varble.

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  4. You would multiply 12 and 4 and then 16 and 4. Getting 48 and 72.

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  5. 48 and 64 because 12 x 4 is 48 and 16 x 4 is 64. i think.

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  6. Joesiah Poulson pd. 2
    You multiply 12 and 4 and get 48. Then you multiply 16 and 4 to get 64. You would get 48 and 64.

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  7. First you multiply 12 and 4 and you get 48. Then you times 4 and 16 and you get 48 and 64.

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  8. Mallory Kowalczyk pd 2
    Multiply 12 and 4 then you'll get 48. Net multiply 16 and 4 and get 64. You should get 48 and 64.

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  9. you multiply 12 times 18. you will get 216. then you divide 216 by 4 then you will get 54.

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  10. Kamron Deanda period 2
    You would multiply 12 by 4 and get 48. Then you do 16 by 4 and you will get 64, so you would have 48 and 64.

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  11. You would have to multiply 12 and 4 and get 48. Then you will have to multiply 16 and 4 to get 64. You would get 48 and 64.

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  12. multiply 12 and 4 to get 48. then multiply 16 and 4 so you get 64.you get 48 and 64

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  13. Multiply 12 times 4 you will get 48 next multiply 16 times 4 and it would equal 64. The answer is 48 and 64.

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  14. this week i hove Lerner how to 12 x 18 and that equals 216. Then you have to divide 216 and 4 and that give you 54 so the new dimensions are 54. and i hove also Lerner that. You multiply 12 and 4 and get 48. Then you multiply 16 and 4 to get 64. You would get 48 and 64.

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  15. 12x18=216 x 4 =864 the original area is 216cm2
    the new area is 864cm2
    the new dimensions are 27 by 32



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  16. You would multiply 12 by 4 and get 48. Then you do 16 by 4 and you will get 64, so you would have 48 and 64.

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  17. You would multiply 12 by 4 and get 48. Then you do 16 by 4 and you will get 64, so you would have 48 and 64.

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  19. The Original area is 216cm^?. The new area is 864cm^2. The new demensions are 27cm by 32cm.

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  20. The original area is 216 the the areas is 864 the new dimensions are 27 by 23

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  21. 12x18=216 x 4 =864 the original area is 216cm2
    the new area is 864cm2
    the new dimensions are 27 by 32

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  22. the new area is 864cm2 but you will have to divide by 27 and 32.

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  23. You would multiply 12 by 4 and get 48. Then you do 16 by 4 and you will get 64, so you would have 48 and 64.

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  24. You multiply 12 by 4, which equals 48. Then you do 16 by 4, which gives you 64. Which makes you have 64 and 48.

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  25. First you need to multiply 12 by 4 equals 48. Second you need to multiply 16 by 4 equals get 64. The new dimensions is 48 and 64.

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  26. If you multply 12 by 4 you will get 48. Then you have to do 16 times 4 and its 64. So the answer is 48 and 64

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  27. To get the new dimensions you would have to multiply 12 by 4 and you would get 48. Then, you would multiply 18 by 4 and you would get 72. Therefore, your new dimensions would be 48 cm and 72 cm.

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  28. To find the new dimensions you have to multiply 12 and 18 by 4 and you would get 48 and 72. This gives you the width and length. The area would also be multiplied by 4 aswell

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  29. To find the new dimensions you have to multiply 12 by 4 and you would get 48. Then, you would multiply 18 by 4 and you would get 72. Your new dimensions would be 48 cm and 72 cm.

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  30. In math class this week I learned Scientific Notation. Scientific Notation is a way of expressing numbers that are too big or too small to be conveniently written in decimal form. For example, 650,000,000 can be written in scientific notation as 6.5 ✕ 10^8.

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  31. To find the new dimensions you have to multiply 12 by 4 and you would get 48. Then, you would multiply 18 by 4 and you would get 72. Your new dimensions would be 48 cm and 72 cm.

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  32. To find the new dimensions you have to multiply 12 by 4 and you would get 48. After that, you would multiply 18 by 4 and you would get 72. Your new dimensions would be 48 cm and 72 cm.

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  33. To find the new dimensions, you multiply 12 by 4 to get 48. Then you multiply 16 by 4 and you get 72. The new dimensions is 48 and 72.

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  34. Antony Johnson period 2

    First you would multiply 12 and 4 to get 48. Then multiply 18 by 4 to get 72. Finally the actual answer is 48 by 72.

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  35. 12 times 18 = 216cm then divide bu 6 will give u 36 cm

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  36. Danaja Waters
    Period 1
    you multiply 12 times 18. you will get 216. then you divide 216 by 4 then you will get 54.

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  37. daysha First you would have to multiply 12 and 4 to get 48. Then you would multiply 16 by 4 and get 64. The new dimensions is 48 and 64.

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  38. Raniya Harmon P.1

    The new dimensions are 48cm and 72cm. I know this because you have to multiply 12 and 4 then get 48. Then you multilpy 18 and 4 then get 72.

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  39. To find the new dimensions, you have to multiply 12 by 4 to get 48. Then you multiply 16 by 4 and you get 72. So, the new dimensions is 48 and 72
    Nara Vang per.4

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  40. To get the new dimensions, you just have to mulitply the originals by 4. So, 12 x 4 equals 48 and 18 x 4 equals 72. The new dimensions are 48cm by 72cm.

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  41. You have to multiply the original dimensions by four. 12 x 4 equals 48 and 18 x 4 equals 72. So the new dimensions would be 48cm by 72cm.

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  43. multiply 12 and 4 and then 16 and 4. Getting 48 and 72

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  44. Multiply 12 and 4 and then 16 and 4. Getting 48 and 72

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  45. Multipy 12 time s4 and 16 times 4. The answer would be 72

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  46. o I think you would have 12 x 18 and that equals 216. Then you have to divide 216 and 4 and that give you 54 so 54. 🏁

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