Question
A roadway line and a pedestrian bridge overpass best describe
the _____.
- Parallel lines
- Perpendicular lines
- Skew lines
- Coplanar lines
The correct answer is: Skew lines
SOLUTION:
HINT: Use the property of parallel lines angle rules.
Complete step by step solution:
Skew lines are pair of lines that do not intersect and are not parallel to each other.
Here, from the picture we have that, road and bridge do not intersect and they are
also not parallel. Hence it is an example of skew lines.
Hence option C is the correct answer.
Related Questions to study
The sum of 5 times the width of a rectangle and twice its length is 26 units. The Difference of 15times the width and three times the length is 6
units . Write and Solve a system of equations to find the length and width of the rectangle.
The sum of 5 times the width of a rectangle and twice its length is 26 units. The Difference of 15times the width and three times the length is 6
units . Write and Solve a system of equations to find the length and width of the rectangle.
The Graph shows the relationship of the height of a burning candle over time. What function represents the relationship ?
The Graph shows the relationship of the height of a burning candle over time. What function represents the relationship ?
At a hot air balloon festival. Mohamed's balloon is at an altitude of 40m and rises 10m/min Dana's balloon is at an altitude of 165m and descends 15m/min.
a) In how many minutes will both balloons be at the same altitude?
The speed unit is the meter per minute, denoted by the symbol [m/min]. For example, 1 meter per minute is 1 m / 60 s. The rate at which the body moves one meter in one minute. A meter per minute is a smaller unit than a meter per second.
On the clock, there are three hands hours, the minute, and the second hand. The shortest hand of the clock represents the hour, the middle hand represents the minute, and the most extended hand represents the second. Therefore, minutes can be calculated by multiplying the number it points to by five.
The meter is the standard unit of length measurement (SI) in the International System of Units. It has the symbol "m" and is one of the SI system's seven base units.
At a hot air balloon festival. Mohamed's balloon is at an altitude of 40m and rises 10m/min Dana's balloon is at an altitude of 165m and descends 15m/min.
a) In how many minutes will both balloons be at the same altitude?
The speed unit is the meter per minute, denoted by the symbol [m/min]. For example, 1 meter per minute is 1 m / 60 s. The rate at which the body moves one meter in one minute. A meter per minute is a smaller unit than a meter per second.
On the clock, there are three hands hours, the minute, and the second hand. The shortest hand of the clock represents the hour, the middle hand represents the minute, and the most extended hand represents the second. Therefore, minutes can be calculated by multiplying the number it points to by five.
The meter is the standard unit of length measurement (SI) in the International System of Units. It has the symbol "m" and is one of the SI system's seven base units.
Solve the following by using the method of substitution
Y = X-1
3X + 2Y = 8
Solve the following by using the method of substitution
Y = X-1
3X + 2Y = 8
Jin is tracking how much food he feeds his dogs each week . After 2 weeks , he has used 8.5 cups of dog food. After 5 weeks , he has used 21.25 cups. Construct a function in the form y = mx + b to represent the amount of dog food used , y , after x weeks .
Jin is tracking how much food he feeds his dogs each week . After 2 weeks , he has used 8.5 cups of dog food. After 5 weeks , he has used 21.25 cups. Construct a function in the form y = mx + b to represent the amount of dog food used , y , after x weeks .
In the given parallelogram, the sum of the adjacent angles P
and Q is ___.
In the given parallelogram, the sum of the adjacent angles P
and Q is ___.
Solve the system of equations by elimination :
7X - 4Y = - 12
X - 2Y = 4
Solve the system of equations by elimination :
7X - 4Y = - 12
X - 2Y = 4
Richard and teo have a combined age of 31 . Richard is 4 years older than twice teo's age. How old are Richard and teo?
Tips to help you answer the questions on the problems of age: a.) The age after n years will be (x+n) if you assume that the current age is x.
b.) The age before n years will be (x-n) if you assume the present age to be x.
c.) If the age is expressed as a ratio, p:q, the age will be rounded to the nearest multiple of q and p.
d.) Given that you are assuming you are currently x years old, n times that number equals (xn) years.
E.g.:The father is three times older than Ronit. So he would be 2.5 times Ronit's age after '8' years. How many more times would he be Ronit's age after another '8' years?
A. 2 times
B. 2 1/2 times
C. 2 3/4 times
D. 3 times
Richard and teo have a combined age of 31 . Richard is 4 years older than twice teo's age. How old are Richard and teo?
Tips to help you answer the questions on the problems of age: a.) The age after n years will be (x+n) if you assume that the current age is x.
b.) The age before n years will be (x-n) if you assume the present age to be x.
c.) If the age is expressed as a ratio, p:q, the age will be rounded to the nearest multiple of q and p.
d.) Given that you are assuming you are currently x years old, n times that number equals (xn) years.
E.g.:The father is three times older than Ronit. So he would be 2.5 times Ronit's age after '8' years. How many more times would he be Ronit's age after another '8' years?
A. 2 times
B. 2 1/2 times
C. 2 3/4 times
D. 3 times
