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1. I don't know.
2,, established established not established.
3.I don't know, greater than less than less than (your question conditions don't seem to be complete) < x is the number of students).
5.x>4 x minus 3/2 x<-3 x>3 x>minus 5/6 x 6
6.Right, no.
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Answer: A flower condition: 80a + 50b 3490 B flower condition: 40a + 90b 2950
a+b=50
80A+50(50-A) 3490 A 3380(50-B)+50B 3490 B 1740A+90(50-A) 2950 A 3140(50-B)+90B 2950 B 19 Therefore, there are only three matching schemes:
a=33,b=17
a=32,b=18
a=31,b=19
a=33,b=17 cost: 33*800+17*960=42720a=32,b=18 cost: 32*800+18*960=42880a=31,b=19 cost: 31*800+19*960=43040, so a=33,b=17 has the lowest cost, and the cost is 42,720 yuan.
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Solution: 1. If you order X sets of A, then B is 30-x sets.
The equation is obtained according to the meaning of the question.
7600≦350x+200(30-x)≦80007600≦150x+6000≦8000
1600≦150x≦2000
So there are three schemes: 1. 11 sets of A and 19 sets of B.
2. 12 sets of A and 18 sets of B.
3. 13 sets of A and 17 sets of B.
2. Scheme 1: (400-350) 11 + (300-200) 19 = 2450
Scheme 2: (400-350) 12 + (300-200) 18 = 2400 Scheme 3: (400-350) 13 + (300-200) 17 = 2350 Scheme 1 is the most profitable.
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If you buy X pieces of type A, then 30-x pieces of type B, then there are:
7600≤350x+200(30-x)≤8000;
7600≤150x+6000≤8000;
1600≤150x≤2000;
160/15≤x≤40/3;
The schemes are: a: A11, B19;
b: A12, B18;
C: A13, B17;
2) A: profit = 11 * 50 + 19 * 100 = 2450 yuan;
b: profit = 12 * 50 + 18 * 100 = 2400 yuan;
c: profit = 13 * 50 + 17 * 100 = 2350 yuan;
So option A is the most profitable.
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Set up x pieces of clothing A and Y pieces of clothing B. According to the title.
7600≤350x+200y≤8000
x+y=30
From these two equations, x can be 11, 12, 13
In the second question, you can compare the results obtained by substituting the value of x into 400x+300y, and you can know which profit is bigger.
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There are x dormitories, and there are 4x+19 students.
6(x-1)<4x+19 <6x
19/2 < x < 25/2
x=10 11 12
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In this way, there are x dormitories, and there are Y students, so you can get it from the question: 4x+19=y,6(x-1)6(x-1)<4x+19<6x, you have to understand it
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Solution: Let the children have Y people and the pencils have x people.
x=5y+2 ①0<x-6﹙y-1﹚<2 ②
Substitute : 0 5 y 2 6 y 1 2 3 y 1
1 y 3y is the number of children.
y is a non-negative integer.
y=2x=5y+2=12
A: The number of children is 2 and there are 12 pencils.
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Suppose the number of children is x and the number of pencils is y
There is 5x+2=y
6x-2=y
The solution is x=4, y=22
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There are x number of students. The equation for the number of pencils in the column is 5x+2=6(x-1)+1 or 5x+2=6(x-1).
The solution is x=7 or x=8
The corresponding pencil number is 37 or 42
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The child is set to x and the number of pencils is set to y
then y=5x+2
y=6x-2
So x=4 y=22
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Untie; The line y1=kx+b and y2=-x-1 intersect the point p, and the abscissa of p point is -2, so the ordinate is 1, i.e., p (-2,1).
Because the straight line y1=kx+b passes through the point p (-2,1) a(-3,0).
So -2k+b=1 -3k+b=0 k=1 b=3 y1=x+3
When y1y2<0 y1 0 y2 0 or y1 0 y2 0
i.e. x+30 or x+3 0
x-1 0 solution gives x -1 -x-1 0 solution x -3
The value of x can be x>-1 or x<-3
You can also look directly at the image to find the common part.
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Choke, the answer is that you are right just miscalculated sorry.
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2.(10-2-2)x≥600-120
6x≥480
4.Because after the conversion, the greater than sign is changed to the less than sign, so m-2 0m 25-x+1>-y+1
x y so 5x-4 5y-4
The first question is not a question about writing conditions.
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3:x<0 ;
4:m<2 ;
5:5x-4<5y-4 ;
I would like to explain here, I am sorry that I don't understand the meaning of question 1.
Question 2 analysis: the original task was to dig 600 in 10 days, and now it takes two days to dig 120, that is, it still needs (10-2) days to dig (600-120), and now the plan has changed: dig the rest two days in advance, then it is [(10-2)-2] day digging (600-120).
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1;Empty.
2: Let the minimum digging xm per day be, then the resulting inequality is: (10-2-2) x (600-120).
3:x<0
4:m<2
5:5x-4<5y-4
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