2 2 If you want to advertise, please help well wishers, it s really uncomfortable Thank you! 20

Updated on society 2024-04-17
9 answers
  1. Anonymous users2024-02-07

    Auspicious Warm Reminder 1--- Your zodiac category: Bingyin Male 0216 Bingyin February 28 (New Calendar J) Female x5454 Bingyin February 07 (New Calendar O), This month 5 is 8 auspicious month 3 of your two k marriages - excellent, no i do not g benefit your opposition 2! April 7, 2062 is the auspicious day of the zodiac that awaits you to get married

    You can choose between 2 L places) 2057-06-208 3 Lunar Calendar T05 0 03 0 Tuesday P Chong Rat (壬子 B) 2036-00-204 5 Lunar Calendar N06 7 02 3 Friday B Chong Rabbit (B A Mao) 2016-06-608 6 Lunar Calendar R08 3 07 0 Saturday 3 Chonglong (Bingchen) 2003-07-404 2 Lunar Calendar R04 3 01 7 Monday Q Chongma F (Wu Wu 8) 2054-06-884 6 Lunar Calendar J03 01 Day 1 Wednesday V Chong Monkey (Gengshen) 2047-08-365 6 Lunar Calendar Q08 7 12 Day 3 Friday V Chong Dog (壬戍) 2053-05-807 7 Lunar Calendar P01 0 15 3 Sunday 4 Chong Rat (Jiazi N) 2061-07-424 2 Lunar Q02 3 22 1 Tuesday w Chong Chicken (癸酉) 2060-04-727 5 Lunar Calendar A05 1 20 1 Wednesday g Chong Dog (甲戍) I wish you all happiness and happiness!

    o e tm jc u 酣v{rb

  2. Anonymous users2024-02-06

    Only by making the problem clear can someone help.

  3. Anonymous users2024-02-05

    0 0 I don't understand what you're talking about!! What is the problem???

  4. Anonymous users2024-02-04

    Van x Coach Y

    x+y=75

    4x=y gives x=15 and y=60

  5. Anonymous users2024-02-03

    Question 1: According to the conditions, if Xiaodong has x extracurricular books, then Xiao Ming's extracurricular books are 2x. List Formulas:

    3 (2x-10) = x+10, Ming Jinyuan (after Xiao Ming gave Xiao Dong 10 books, Xiao Dong's books were 3 times the remaining number of Xiao Ming, so Xiao Ming's books had to be multiplied by 3 to be equal to Xiao Dong). Calculation: 6x-30=x+10 5x=10+30 x=8 then 2x=16.

    That is, Xiaodong originally had 8 copies, and Xiao Ming had 16 copies.

    The second question can't see the number of the pattern, you can set the carnation x yuan, daffodil y yuan, the first bunch is 3x+y=how much, the second bunch is 2x+2y=how much, in solving this quadratic equation, get the number of x, y, the price of the third bunch is the sum of x+3y.

  6. Anonymous users2024-02-02

    You will have 30 minutes to plan and write an essay on the topics given below. Use the first few minutes to read the topic and think carefully about what kind of article you will write. You can use the space to take notes on the following topics at once.

    Your article is written on the page, following the wrinkles. You will have plenty of space if you write on each line, keeping your calligraphy to a reasonable size.

    Some people believe that we should spend as much money as possible to explore outer space (e.g., travel to the moon and other planets). Others disagree, believing that we should spend this money for our basic needs on Earth. Do you agree with these two points of view?

    Support your response with specific reasons and details.

  7. Anonymous users2024-02-01

    Obviously, it is a hard disk problem, one is the problem of the hard disk itself, it is recommended to back up the data, change the hard disk, and the second is the contact problem of the hard disk, it may be that the computer has fallen, or the contact site is loose, it is recommended to disassemble and reinstall.

  8. Anonymous users2024-01-31

    f'(x)=1/x-2 f(1)=-2

    f'(1)=-1

    Then the tangent of the curve y=f(x) at x=1 is y+2=-1(x-1), that is, x+y+1=0

    So the intersection point with the x-axis is (-1,0) and the intersection point with y=g(x) is (1 (m+1),m (m+1)).

    So s=1 2*1*|m/(m+1)|=1/8m/(m+1)|=1/4 16m^2=m^2+2m+115m^2-2m-1=0

    3m-1)(5m+1)=0

    m=1/3 ,-1/5

  9. Anonymous users2024-01-30

    f'(x)=1 x-2=(1-2x) x, then f'(1)=-1 and f(1)=-2;

    So, the tangent equation is: y+2=-1(x-1) i.e. y=-x-1

    The intersection of y=-x-1 and y=mx is (-1 (m+1),-m (1+m)), so: (1 2)*1*l-m (m+1)l=1 8

    Solution: m=1 3

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