answersLogoWhite

0


Want this question answered?

Be notified when an answer is posted

Add your answer:

Earn +20 pts
Q: What is the reason for the curves and slope on entering a expressway?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Continue Learning about Math & Arithmetic

The slope of a curve is not constant?

if the slope of offer curves is constant, the terms of trad will


Is a tangent a trigonometric ratio?

Tangent is used in calculus to compute the slope of a curve. Because curves do not have uniform slopes, unlike lines, their slopes change. A tangent is the slope of a curve at a specific point.


Why isn't 1 always my slope?

That's because lines, or curves, can have different slopes.


Does a demand curve always have a positive slope?

Demand curves almost always have negative slopes. The Y value being price and the X value being quantity. The higher the price, the more negative the slope. There are very rare conditions where a demand curve could have a positive slope, but its not normally used in business classes.


Why would you ever need to know slope or rate of change in the real world?

The "slope" of the graph of any quantity tells how fast that quantity is changing. Any quantity that changes in real life has a slope. -- The slope of the car's odometer reading is the car's speed. That slope is so important that a separate meter, called the "speedometer", is provided to show it. -- The slope of the speedometer reading is the car's acceleration. -- The slope of a road, track, or trail is called the "grade". Hikers and railroad drivers always want to know the grade, because it tells them whether they'll be able to make it past that piece of track or trail, and whether they'll need to get a running start. -- People who build roads with curves have to be careful of what kind of slope they build into the curves. If the slope of the pavement in a curve is wrong, then every car on the curve flies off of the road. -- Carpenters too. If the slope of the roof on a house or a building is wrong, then the rain and snow don't run off fast enough, and the roof caves in.

Related questions

The slope of a curve is not constant?

if the slope of offer curves is constant, the terms of trad will


Slope of indifference curve?

indifference curves slopes downward to the right


Explain why demand curves slope downwards while supply curves slope upwards Mention the exception?

Demand curves slope down because as price decreases for goods, demand increases. Supply curves slope upwards because the higher the price, the more goods a supplier wishes to supply to the market. There are two exceptions: 1. When a good is more fashionable at a higher price (like designer jeans) referred to as Veblen Goods. 2. Inferior goods for which there is no cheaper close substitutes referred to Geffen Goods.


Is undertaker a brother of Kane?

if the slope of offer curves is constant, the terms of trad will


Because of the law of supply supply curves always slope?

upward and to the right


What are characteristics of an indifference curve?

indifferent curves are convex to their origin, they do not intersect, and have a negative slope


What practice of plowing field along the curves of a slope is called?

Low-till or no-till


What is the practice of plowing fields along the curves of a slope called?

Low-till or no-till


What is the practice of plowing fields along curves of a slope called?

Low-till or no-till


What direction does the supply curve slope from the left to right?

Supply curves do not always slope from left to right. A supply curve can slope from the right and when this happens this means that there is a surplus of goods at a lower price.


What factors determine the lengths of the flat regions of the graphs and the slope of the curves between the flat regions?

Specific heat capacity


Is a tangent a trigonometric ratio?

Tangent is used in calculus to compute the slope of a curve. Because curves do not have uniform slopes, unlike lines, their slopes change. A tangent is the slope of a curve at a specific point.