-
1. The total number of people in the two workshops: 156 * 2 =, 312 * (7 12) = 182, A 130, B 182
2. Senior grades: x=150 (lower grades), 3x=450 (middle grades) + 15=15a+7a+8a, a=15, the original imported oranges = 15 * 7-15 = 90
2500=a/
36*150=18*24*a,a=200.4*,a=192
1600=240/a,a=96
6=a/(a+24),a=48,48*5/4=60,48*6/4=72
-
1.A 130, B 182
Hope it helps.
-
1. (a+b) 2=156, a b=5 7, a130, b182-200=3a+a, a=150 (lower grade), 3a=450 (middle grade) + 15=15a+7a+8a, a=15, original imported oranges = 15*7-15=90
2500=a/
36*150=18*24*a,a=200.4*,a=192
1600=240/a,a=96
6=a/(a+24),a=48,48*5/4=60,48*6/4=72
-
Summary. 9 a.m. plus 1 p.m. 45 minutes is 10 a.m. 45 minutes.
A: Arrive at place B at 10:45 minutes.
Help to solve a math problem with the proportions.
Hello dear? This question.
Okay, wait a minute. It is necessary to use the method of solving the proportion.
Uh-huh. A: Arrive at place B at 10:45.
The parsing is being sorted out, please wait.
Good. Analysis: Let the intercavity distance of Chi Shan Shi Zheng in the two codes of ab is xcmSo 1:3000000=:xx=1050000010500000cm=105 km.
And then what about the dear. When needed, the old mold room is: 105 60 = small and with return time. Minute. So the time required is 1 hour and 45 minutes to wake up the hunger bell.
Ok thank you for the thumbs up.
You're welcome. 9 a.m. plus 1 p.m. 45 minutes is 10 a.m. 45 minutes. A: Arrive at place B at 10:45 minutes.
-
Let the total number of fish in the pond be x, and the forty fish caught for marking account for 40 x of the total. If you know how many of the 60 fish were marked, the total number of fish can be derived from 40 x x60 = (the number of marked fish in 60).
-
It's a matter of probability. If there are 2 marked fish in 60, then the total number of fish in the pond is 40*60 2=1200,.
-
The answer is simple: if 2 of the 60 fish are marked, then the following sentence can be used as the center of the scale equation: "If there are 2 marks for 60 fish, how many will have 40 markers?" "60 2 x 40, that is to say, there must be 40 marked fish in the whole fish pond, this ratio is equal to the proportion of 60 fish with 2 markers, and the calculation result should be 1200.
-
Solution: Suppose the spring of an object weighing 5kg is x cm long.
54-4x=1
x=53/4x=
-
Let the original length of the spring be xcm and the coefficient of elasticity is k, and the spring length of the object of 5kg is ycmx+2k=
x+6k=x=12
k=y=12+
-
Solution: Let the original length of the spring be x cm, weigh the object of 5kg, and the spring length is ycm( 2 =(y- x) (5-0).
Solution: x=12cm, y=
A: The spring length is .
-
Find out how many centimeters each kilogram of spring elongation, (divide by (6-2)=, and then find the original spring length as.
Then the five-kilogram spring length is 12+5*
-
The number of gear teeth is inversely proportional to the number of revolutions per minute.
20 x=40 60 solution gives x=30
The number of teeth of the driven wheel should be 30
-
Let this bundle of wires be xm long
2500/250=x/5
x = 50 This bundle of wires is 50m long
-
Since the mass of the wire is directly proportional to the length.
So if you set the length of the wire to be xm
then there is 2500:x=250:5
Get x=50 so the length is 50m
-
Wire Quality Wire length = unit length of wire mass.
Here the mass of the wire is directly proportional to the length of the wire.
Set the length of the wire to be x meters.
Kilogram = 2500 grams.
2500/x=250/5
250x=2500×5
250x=12500
x=50
-
Let the bundle be x-long
x x = 50 meters.
-
Let the distance between the two places be x kilometers.
x:x+78=1:7/9+80%
x+78=71x/45
26x/45=78
x=135 The distance between the two places is 135 km.
-
Solution: If the distance between the two places is x kilometers, then there is 7x 9+
Simplification yields 26x 45=78
The solution is x=135
So the distance between the two places is 135 kilometers.
-
Solution: Let each person be assigned x, y, and z parts.
x:1/6=y:1/5=z:1/
x+y+z=1590
Solution: x=450
y=540z=600
Answer: A allocates 450 parts, B allocates 540 finger-resistant parts, and C allocates 600 parts.
I answered all three questions, and the first question was a bit long. >>>More
Question 1: 2 (x-5) =
x-5=x=The second question is easy to ask if it is 18 and the positive and negative cancel out the sum of 0 >>>More
1. Solution: Let the smaller angle be x degrees.
1+1+2)x=180 >>>More
First, use the method of solving the sum problem to find the two outer terms: >>>More
1) d2) a = 1 or 0
3)x+(1+k)y=0 …… >>>More