All categories

3 years ago

The best defensive driving strategy in planning ahead for an evasive action on the road includes:

Business

1 answer:

Pie3 years ago

7 0

Answer:

A) Scan the highway far and wide.

B) Think about how slow, stop or change lanes suddenly.

Explanation:

The Smith Driving Standards can be a very useful guide for defensive driving techniques. It includes the Five Principles of Defensive Driving:

Aim high : you should be alert and focused, and your head should be held up high so that you can view the whole road.
The Big Picture : try to identify angry or erratic drivers, and always be aware of your surroundings.
Keep Your Eyes Moving: you must be alert and keep your eyes on the road.
Leave Yourself An Out : try to anticipate what other drivers are doing so that you have a possible exit in case you need to change lanes suddenly.
Ensure they see you: make sure other drivers have noticed you.

You might be interested in

Z is a normal good. The equilibrium price and equilibrium quantity of Z in the year 2011 was $25 and 60 units, respectively. In

Ymorist [56]

Answer:

D) Shift of the demand curve for Z to the left

Since both the equilibrium quantity and price decreased.

Explanation:

A rightward shift of the demand curve should increase both the equilibrium price and quantity.

A rightward shift of the supply curve should increase the equilibrium quantity and decrease the equilibrium price.

A leftward shift of the supply curve should increase the equilibrium price and decrease the equilibrium quantity.

4 0

3 years ago

The price of a complementary good changes. __________ Demand shifts Movement along demand Incomes in the economy change; the go

ad-work [718]

NOTE: Your question isn't clear, Johnson. Would you mind checking it and writing it in a way you can be better helped?

Meanwhile, I hope these explanation below helps.

Answer and Explanation:

Two goods are said to be complementary goods if an increase in the price of a particular one leads to a commensurate decrease in the demand that buyers placed for the other one.

A good is said to be a normal good if the reason for an increase in demand is due to an increase in the income of the buyers.

A good is said to be an inferior good if there is a decrease in demand even though the buyers have experienced increase in their income.

4 0

3 years ago

The Home and Garden (HG) chain of superstores imports decorative planters from Italy. Demand for the planters is stable and aver

Korolek [52]

Answer:

The average inventory which HG should carry during the year is 5,000 units.

Explanation:

Economic Order Quantity is the ideal inventory procurement which minimizes holding and ordering cost. The EOQ is used by businesses in order to determine the best possible inventory holding.

EOQ = $\sqrt{\frac{2*Annual Demand * Ordering Cost}{Annual Holding Cost} }$

EOQ = $\sqrt\frac{2*7,500*5,000}{10*0.3}$

EOQ = 5,000 units

6 0

3 years ago

New Furniture. Penny purchased $3,000 worth of furniture from Bob's furniture shop. Through an arrangement with Bob, Penny finan

Vlada [557]

Answer:

Please consider the following explanation.

Explanation:

Bob is correct in this case as Penny didn't make a claim that the goods were non-conforming. Penny is incorrect. Since there was no claim of non conformance, Bob doesn't have to refund the $3.000.

8 0

3 years ago

Consider this problem: Fast Auto Service provides oil and lube service for cars. It is known that the mean time taken for oil an

astraxan [27]

Answer:

The maximum time guaranteed = 19.04 minutes.

Explanation:

From the given problem data, we have:

Let Y be the random variable which follows the normal distribution.

So,

Y ~ N(u = 15, SD = 2.4

Where, u = mean and SD = Standard Deviation

Let the maximum time guaranteed is = M

So,

P (Y > M) = 0.05 equation 1

Convert this equation 1 into standard normal variable, that is,

P(Y> M) = 0.05

1 - P(Y $\leq$ M) = 0.05

P(Y $\leq$ M) = 1 - 0.05

P(Y $\leq$ M) = 0.95

P $(\frac{Y-u}{SD} \leq \frac{M-u}{SD} )$ = 0.95

P ( Z $\leq \frac{M - 15}{2.4}$ ) = 0.95 Equation 2

From the equation 2, we have,

$\frac{M-15}{2.4}$ = 1.644853627

1.644853627 value is from using the function of Excel

( =NORSINV(0.95)) = 1.644853627

So,

M = 1.644853627 + 2.4 + 15

M = 19.04

Hence, the maximum time guaranteed = 19.04 minutes.

6 0

3 years ago