The origin of Spring Festival Customs of the Spring Festival

The origin of Spring Festival Customs of the Spring Festival


According to China's Lunar, the first day of the first lunar month yen ancient name, Yuan-chen, a copy, which is commonly known as Day of the Republic. January 1st called the Lunar Spring Festival.



Define a new operation symbol with "*", for any rational number a, B, there is a * b = A2 + B2, then (- 3) * 5 =?


According to the definition, (- 3) * 5 = - 3) ^ 2 + 5 ^ 2 = 9 + 25 = 34



What is 0.08 times 100%?
What's 800 times 100%?


Because 100% = 1



Given x = root 3-1, find (3-2x & sup2; - 4x) / (X & sup2; + 2x-1)


x+1=√3
square
x²+2x+1=3
x²+2x=2
The original formula = [3-2 (X & sup2; + 2x)] / [(X & sup2; + 2x) - 1]
=(3-4)/(2-1)
=-1



The beverage factory recycles water bottles and stipulates that every 7 empty bottles can be replaced by 2 bottles of soda. Xiaogang bought 15 bottles. How many bottles can he drink?


15 + (15 / 7) + (2 / 7) bottles



x> 0, Y > O, x + 2Y + 4xy = 8, what is the minimum value of XY


8/(4+2*2^1/2)



Xiao Li and some children went to a fast food restaurant for dinner. They bought 10 hamburgers and chips, which cost 76 yuan. How many hamburgers and chips?
Hamburger 10 yuan, French fries 6 yuan


If the hamburger is x, the French fries are 10-x
10x+6(10-x)=76
10x+60-6x=76
10x-6x=76-60
x=4
10-x=6
So 4 hamburgers and 6 French fries, please accept



Known: a + 2B = 0, prove a ^ 2 + 2Ab (a + b) + 4B ^ 2 = 0


a^2+2ab(a+b)+4b^
=a^2+4ab+4b^2+2ab(a+b)-4ab
=(a+2b)^2+2ab(a+b-2)
=2ab(a+b-2)
Since it is impossible to prove 2Ab = 0, it is impossible to prove a + B-2 = 0
So it can't be proved with known conditions
a^2+2ab(a+b)+4b^2=0



The distance between a and B is 200 kilometers. Car a runs 40 kilometers per hour from a to B. after car a runs for 1.5 hours, car B runs 30 kilometers per hour from B to A. how long does it take car B to meet car a?


Set X hours
30x+40x+60=200
70x=140
x=2



(1-2)*(2-3)*(3-4).*(2001-2002)*(2002-2003)


(1-2)*(2-3)*(3-4).*(2001-2002)*(2002-2003)
=(-1)^2002
=1