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1) Set up a type A washing machine x sets.
500x+1000(80-x)=61000x=38 units.
B type washing machine 80-38 42 sets.
2) Set up a type A washing machine x sets.
5200<=(550-500)x+(1080-1000)(80-x)<=5260
5200<=50x+80*80-80x<=52601200<=-30x<=-1140
38<=x<=40 units.
40 to 42 washing machines of type B.
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1.Solution: Set X units of model A and 80-x units of model B.
500x+1000(80-x)=61000500x+80000-1000x=61000500x=-19000
X=38A: 38 units of model A, 42 units of model B.
2.Solution: Set X units of model A and 80-x units of model B.
550-500)x+(1080-1000)(80-x)≥5200——550-500)x+(1080-1000)(80-x)≤5260——②
Yes 50x+80*80-80*x 520030x -1200
x 40 has 50x+80*80-80*x 526030x -1140
x 38 So the solution of this equation is 38 x 40 Answer: Scheme 1: 38 units of model A and 42 units of model B.
Scheme 2: 39 units of model A and 41 units of model B.
Scheme 3: 40 units of model A and 40 units of model B.
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The speed of 3 kilometers is 1 3 hours, 20 minutes, and the distance you need to walk is 10-1=9 kilometers.
11:00-9:50=70 minutes.
Subtracting the time to enter the station and check in the ticket for 20 minutes and the 20 minutes to walk, it takes at least 70-20-20 = 30 minutes to get on the train at 11 o'clock, that is, hours.
If the bus travels x kilometers per hour, there is.
So x 18
This means that the bus travels at least 18 kilometers per hour on average to be on track.
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There are 70 minutes in total, minus 20, it is 50 minutes, 20 minutes on foot, and there are 30 minutes left to walk 10-1=9 kilometers, that is, the bus travels at least 18 kilometers per hour on average to stay on track.
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It's very simple, 11:00-9:50 = 70 minutes, 70-20 = 50 minutes, 1 3 = 1 3 hours = 1 3 * 60 minutes = 20 minutes, 50-20 = 30 minutes = hours, 10-1 = 9 kilometers, 9 kilometers, so at least 18 kilometers per hour to not miss the train.
Do you understand?
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Solution: The average bus travels at least x kilometers per hour to avoid the mistake of the train.
11:00-9:50=70min 70-20=50min50-1/3*60=30min=
So" = 9x> = 18
A: On average, buses travel at least 18 kilometers per hour to stay on track.
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Walked for 1 3 hours, 20 minutes = 1 3 hours.
11 a.m. - 10:50 = 70 p.m. = 4 3 p.m.
4 3-1 3-1 3=1 2.
Solution: Set at least x kilometers for an hour to avoid missing the train.
1/2x>=10-1
x>= 18
A: At least 18 kilometers per hour.
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If there are x workers, you can get 10x>10*20*, that is, 10x>160, that is, x>16, so there are at least 16 people.
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There are x people at the construction site, 10*20*<10*x condition x<20 solution x>16
Then 16 is the multiplier sign.
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Solution: If there are x 10 yuan banknotes, then there are (60-x) 50 yuan banknotes, and 10x+50 (60-x) 2000 according to the title
Solve this inequality, got.
x 25x is an integer, and x is the smallest is 26
A: He owns at least 26 $10 notes.
The speed of the vehicle is at least xkm h
20/60)x=4*(3+20/60)
1/3x=40/3
x = 40 B at least 40 km h
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1. If there is a minimum of x 10 yuan, then 50 yuan is 60-x 10x + 50 (60-x) 200010x + 3000 - 50x 200040x 1000
x ≥ 25
2. Set the minimum speed to x kilometers per hour.
3×4 ≤ 20x/60
x/3≥ 12
x 36 A: At least 36km h
Autumn Wind Yanyan answers the question o( o 】
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1...10x+50 (60-x)<2000 -40x<-100040 x>1000 x>25 at least 26 sheets.
2...Let B's speed be x, and remember to turn 20 minutes into 1 3 hours.
4*3) (x-4)=1 3, find x as x=40
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1: Set up to x sheets.
60*10+50x<2000
50x<28
A: You can have up to 28 tickets.
2: Set at least x kilometers per hour.
1/3x>4*3
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1) Solution: Set at least x 10 yuan yuan.
10x+3000—50x<2000
40x<-1000
x>25
A: At least 26 tickets of 10 RMB.
2) 20 minutes = hours.
Kilometers 3 * 4 = 12 kilometers.
12 + 1 = 13 km.
13 divided by kilometers per hour.
A: B's speed is at least 52 km/h.
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Not equal to -2 unary inequality contains a unary unknown is y
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m+2)y+3 4 is a unary one-time inequality, then m is not equal to -2
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Set the price at $ x.
Because of the damage of 5% of the Racha, there are only 95% of the apples.
So the cavity is dressed up (round round eggplant x
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Exclude it. If you can draw a graph of the exponential function, it is simpler to first d a>1 is impossible, as the exponent increases to the n power of a will be larger than a a is also impossible, in that case, as the exponent becomes larger, the n power of a will become smaller and smaller, and then look at b.
a<-1, then if the exponent of a is negative, then the nth power of a is also negative, understand?
And a<-1, the bigger the exponent, the smaller it is, for example, a=-10, a3 is -1000, and 5 is -100000
So a 7 Then, a <-1, a absolute value must be greater than 1
Then A2 is greater than A
A 4 is greater than A 2
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In 2002, the number of days of air closure was 365*55%=201 days.
In 2008, the number of days of air *** needs to be 366*55%=
So at least an increase of 256-201 = 55 days.
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