Is the system of equations x = 1 (1) y + 2 = 3 (2) a system of linear equations of two variables? Do the two equations of the system of linear equations of two variables have to contain two unknowns? Isn't a system of linear equations of two variables only composed of two linear equations of two variables?

Is the system of equations x = 1 (1) y + 2 = 3 (2) a system of linear equations of two variables? Do the two equations of the system of linear equations of two variables have to contain two unknowns? Isn't a system of linear equations of two variables only composed of two linear equations of two variables?


It's a system of linear equations of two variables
It is not necessary for the two equations of binary linear equations to have two unknowns



The size of sliding friction has nothing to do with which two factors? One is the area of the contact surface and the movement of the object ()


The calculation formula of sliding friction f = μ n, in which μ is called dynamic friction coefficient, also called sliding friction coefficient. It is only related to the material and the roughness of the contact surface, but has nothing to do with the contact area. N is the positive pressure. N = g = mg m, and the mass g of the object is a constant
So you are wrong to fill in the blanks



If the equation | x + 1 | + a = 0 has no solution, there is only one solution for | 2X-4 | + B = 0, and | 3x + 2 | + C = 0 has two solutions, then what is the size relationship of a, B, C?


|X + 1 | + a = 0 has no solution, indicating that - A is less than 0, that is, a is greater than 0
|There is only one solution for 2X-4 | + B = 0, which means - B = 0, that is, B = 0
|There are two solutions for 3x + 2 | + C = 0, indicating that - C is greater than 0, that is, C is less than 0,
So the size relation is a greater than b greater than C



How many kilometers per second can a car travel 60 kilometers per hour


6m



Given the set a = {1, 2, 3}, B = {2, 3, 4}, then a ∪ B = ()
A. {2,3}B. {1,4}C. {1,2,3,4}D. {1,3,4}


∪ set a = {1, 2, 3}, B = {2, 3, 4}, ∪ a ∪ B = {1, 2, 3, 4}



A ^ 3-5a ^ 2 + 5a-1 (factorization)


a^3-5a^2+5a-1
=(a³-1)-5a(a-1)
=(a-1)(a²+a+1-5a)
=(a-1)(a²-4a+1)



There are four kinds of fruit in the fruit shop. The weight of pear is 4 / 5 of that of apple, the weight of orange is 6 / 25 of that of the other three kinds of fruit, and the weight of banana is 7 / 24 of that of the other three kinds of fruit,


You are 100% short of a condition, such as the total weight of fruit... Because there are several unknowns, there must be several equations to get the only answer!



A bottle of water poured a third of the water and then poured a third of the wine, and then poured a quarter of the water and then poured a quarter of the wine. At this time, what percentage of the wine in a bottle


Wine = 1 × (1-1 / 3) × (1-1 / 4) = 1 / 2
Wine accounts for 50% of a bottle



How many cubic meters is one liter


1 liter = 0.001 cubic meter, 1 milliliter = 1 cubic centimeter. I've also been confused. The key is 1 DM3
1l=0.001m3
1l=1dm3
1l=1000cm3
1ml=1cm3



The fruit shop has 480 kg of fruit, 38 of which are apples, and the others are apples______ Kg. 56 of all apples sold in 3 days, sold______ A kilogram of apples


480 × 38 = 180 (kg) a: there are 180 kg apples. 180 × 56 = 150 (kg) a: 150 kg apples are sold