Everybody help me solve a 6th grade math problem.

Updated on educate 2024-04-19
17 answers
  1. Anonymous users2024-02-08

    A: B = 8:5 = 16:10

    B: C = 10:7

    So A:B:C = 16:10:7

    Think of it this way: Divide 1815 into 33 (16+10+7) parts.

    A accounted for 16 parts, B accounted for 10 parts, and C accounted for 7 parts.

    That portion is 1815 divided by 33=55

    One part is 55, then 16 parts A is 880, 10 parts B is 550, and 7 parts C is 385

    Check it: A + B + C = 880 + 550 + 385 = 1815 success.

  2. Anonymous users2024-02-07

    Because A is 8:5 than B, A is also 16:10 than B, so A is 16:10:7 than B

    And 16 + 10 + 7 = 33

    Therefore, A, B, and C accounted for 16 33, 10 33, and 7 33 respectively.

    So A = 1815 16 33 = 16 * 55 = 880 B = 1815 10 33 = 550

    C = 1815-880-550 = 385

  3. Anonymous users2024-02-06

    Because, A B = 8 5, so 5 A 8 = B.

    And because B C = 10 7, then 7B 10 = C.

    C = 5 A * 7 8 * 10

    1815 = A + B + C.

    1815 = A + 5 A 8 + 5 A * 7 8 * 101815 = 33 A 16

    A = 880, B = (880*5) 8 = 550, C = (550 * 70) 10

    Except, * multiplication.

  4. Anonymous users2024-02-05

    Think of B as a whole! A is eight times the size of B! C is seven-tenths of B's! That is, x+8 5x+7 10x=1815

    B is equal to 550

    A is equal to 550 8 5

    A is equal to 880 C is equal to 550 7 10

    C is equal to 385

  5. Anonymous users2024-02-04

    It can be seen that B: C = 5:

    Bring in A:B:C = 8:5:16:10:7 and then use it to distribute proportionally.

    A=1815 (16+10+7)*16

    B = 1815 (16+10+7)*10

    C = 1815 (16 + 10 + 7) * 7

  6. Anonymous users2024-02-03

    A: B = 8:5 = 16:10

    A: B: C = 16:10:7

    So just divide 1815 into 33 (16+10+7) parts, where A accounts for (1815 33)*16=880

    The other two don't count. Do the math yourself.

  7. Anonymous users2024-02-02

    The sixth grade has already learned equations, and it is easy to solve them with equations, so this book has a total of x pages, and the equations are listed and solved according to the title.

  8. Anonymous users2024-02-01

    Now A and B have their own.

    80 2 40 (kg).

    It turns out that A has. 40 (1 1/7) 140 3 (kg) turned out to be B. 80 140 3 100 3 (kg).

  9. Anonymous users2024-01-31

    Didn't you say that it weighs 80 kilograms? If it is how many kilograms each, look at the formula.

    x+y=80 1 6x+y=5 6x gets x 140 3 y=100 3

  10. Anonymous users2024-01-30

    Let A be x, B is, x-1 7x=1 7x+, y=I think the last thing you asked was how many kilograms each. and not how many kilograms in total.

  11. Anonymous users2024-01-29

    Isn't the answer in the question, 80 kilograms.

  12. Anonymous users2024-01-28

    The central angle of the fan chart is 360°, and the rose tree accounts for 52%, so use 360° 52%=. Chrysanthemum trees account for 18%, use 360° 18%=. If the tree is planted with 30%, use 360° 30%=180°

  13. Anonymous users2024-01-27

    The central angle of the fan of a tree representing roses is (360x52%=) degrees, the central angle of a tree representing chrysanthemums is (360x18% = ) degrees, and the central angle of a tree representing lilies is (360x30%=108) degrees.

  14. Anonymous users2024-01-26

    The fan-shaped central angle of the rose tree is 360*52%=degrees).

    The fan-shaped center angle of the chrysanthemum tree is 360*18%=degrees).

    The fan-shaped central angle of the lily tree is 360*30%=108 (degrees).

  15. Anonymous users2024-01-25

    A square with the largest quarter circle in it, then the length of the sides of the square is equal to the radius of the circle.

    So the square of the radius is 8

    Therefore, the area of a quarter circle is 8* square centimeters.

  16. Anonymous users2024-01-24

    Because E is the midpoint of AD, the area of BCE = half of the area of ABC, which is 12 2 = 6

    Because F is the midpoint of EC, the area of BEF is half that of BCE, which is 6 2 = 3

    So the area of the BEF is 3

  17. Anonymous users2024-01-23

    E is the midpoint of AD, so the area of BCE = half of the area of ABC, which is 12 2 = 6

    F is the midpoint of EC, and the area of BEF is half that of BCE, which is 6 2 = 3

    The area of the BEF is 3

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