Math problems in the second year of junior high school,,Trouble the specific process.。。 Thank you wi

Updated on educate 2024-04-06
8 answers
  1. Anonymous users2024-02-07

    I can't draw the picture, you should be able to understand it by drawing it yourself.

    Solution:1When pq ab, i.e., ap=dq, let t=t, then 10-t=(10+6)-2t, and t=6

    2.Because (10+6) 2=8, t<8, becomes an isosceles triangle in several cases (* is multiplication).

    When ap=pq, (1) when 03. So it doesn't hold.

    2) when 33) 6< t<8 because when t=6, pq ab can only be pq=aq, think of it from another angle, that is, ap=2dq, let the vertical start time at this time be y, 4-y=2*(4-2y), the solution is y=4 3, so t=6+4 3=22 3< p>

  2. Anonymous users2024-02-06

    Question 1: AB distance 10cm p velocity 1cm sec p to end time 10s b-c-d distance is 10 + 6 = 16cm q velocity 2cm sec q to end time 8s so p stops when q reaches the end point.

    So when Q catches up with P on C-D, that's their vertical time. That is, bp distance = bq distance - bc distance.

    That is, t=2t-6 is solved to obtain t=6s

    In the second question, we can get the qa distance = pq distance. If the figure APQ is an isosceles triangle, you can get the DQ distance = half of the AP distance.

    That is, CD distance - (BQ distance - BC distance) = (AB distance - BP distance) divided by 2,10 - (2t-6) = (10-t) 2

    The solution yields t=22 3 s

    This is the correct answer to hope!

  3. Anonymous users2024-02-05

    No picture! How can I help you solve it!

  4. Anonymous users2024-02-04

    2、m=3,y=6m

    3. Clever bend x+y=6, a function of filial piety.

    x+y=20,5

  5. Anonymous users2024-02-03

    3 all 5(1) If an average of x students can pass through one main gate and (x-40) students through one side gate per minute.

    Solve equation 2 (x-40+x)=400 to get x=120, x-40=80

    Answer: (2) Because of the congestion of students in an emergency, the way out is reduced by 20%, and on average, a main gate can pass through 120 · (1-20%) = 96 students per minute, and a side door can pass through 80 · (1-20%) = 64 students.

    The building can accommodate a maximum of 4·6·45=1080 students, and it takes 1080 (2·96+64)= for students to be safely evacuated through 3 doors in case of emergency, which is less than 5 minutes.

    Therefore, the construction of these 3 gates meets the safety regulations.

    6.The first one asked:

    Equation 1 x+y=400

    Equation 2 60*(1-30%)*x+50)+40y=18400

    Garment Profit = Number of Persons Number of Garments Made per Person per Day Profit per Piece

    2) Surplus Cloth Profit = Direct Sales per Meter** Surplus Fabric

    3) Garment profit + residual profit = 11800, column equation

    4) When all the woven fabric is used for weaving clothes, the profit is greatest

    8.Solution: (1) Set the time to be a puppy a minute, the piecework wage is b yuan, the time to make a car is c minutes, and the piecework wage is d yuan, which is derived from the title:

    The solution is 480 x 800, when x = 480, w max = 1012<1100, the ad is fraudulent.

  6. Anonymous users2024-02-02

    Question 5: 120 at the main gate, 80 at the side door, and the last five minutes are passable My answer is less than five minutes.

  7. Anonymous users2024-02-01

    Let's say the side door passes through x people every minute.

    x+x+40=400÷2

    x=30 30+40=70

    In case of emergency, all three doors are opened, and (70+70+30) passes through every minute: 80%=13652 24=1248 greater than 136 5=680, and cannot run out within the specified time.

    So it doesn't meet the regulations.

  8. Anonymous users2024-01-31

    The meaning is the third column of the second row.

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