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1 5 of the number of hectares of grain planted is equal to 1 2 of the number of hectares of cotton, then the number of hectares of grain planted: 5:2 of the hectares of cotton
1 4 of the hectares of cotton planted is 1 2 of the hectares of oilseeds, then the hectares of cotton planted: 4:2 2:1
Grain: Cotton: Oilseeds 5:2:1
So: grain 1200*5 (5+2+1)=750 hectares.
Cotton 1200*2 (5+2+1)=300 hectares.
Oilseed = 1200*1 (5+2+1)=150 hectares.
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1 5 hectares of grain is equal to 1 2 hectares of cotton
Grain: Cotton (1 2):(1 5)=5:
2 1 4 of the hectares of cotton planted is 1 2 of the number of hectares of oilseeds, so cotton: oilseeds (1 2):(1 4) 2:
1 So Grain: Cotton: Oilseeds 5:
2:1 grain 1200*5 (5+2+1) 750
Cotton 750*2 5 300
Oil 300 2 150
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Let grain, cotton, and oil be x, y, and z respectively
Rule. 1 5 of the hectares of grain is equal to 1 2x:y (1 2):(1 5) = 5:2 of the hectares of cotton
1 4 of the hectares of cotton planted is 1 2 of the hectares of oilseeds, so y:z (1 2):(1 4) 2:1, so x:y:z 5:2:1
Grain 1200*5 (5+2+1) 750
Cotton 750*2 5 300
Oil 300 2 150
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Let grain, cotton, and oil be x, y, and z, respectively, and x 5=y 2, y 4=1 z, and x+y+z=1200
700 for grain, 300 for cotton, and 150 for oil
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Grain 750, cotton 300
Oilseeds 150 set grain x cotton y oilseeds z
Using the equation 1 5x=1 2y, we get y=2 5x....Equation 11 4y=1 2z gives z=1 5x....The equation 2x+y+z=1200 is brought into the equation to get the conclusion.
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The number of hectares of grain planted is x
Cotton is y and oil is z
1/5x=1/2y
1/4y=1/2z
x+y+z=1200
Answer. x=5/2y z=1/2y
y=300 z=150 x=750
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Let grain be x, cotton y, and oil z
x+y+z=1200
1/5x=1/2y
1/4y=1/2z
Solve the equation to get:
x=750y=300
z=150
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There are 1 6 fewer boys than girls, and the ratio of boys to girls is [5:6].
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Solution: The total amount of work is 1, then A's work efficiency is three-thirds, and B's efficiency is two-thirds.
The formula can be calculated from the meaning of the question: (1-25%) divided by (one-third + one-half), (one-third + one-half) is the total amount of work they do in an hour, subtract the work done by A by unit, and the rest is the work of two people, so that the working time = total work divided by work efficiency and.
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