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Lesechka [4]
3 years ago
15

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:

  1. Aim high : you should be alert and focused, and your head should be held up high so that you can view the whole road.
  2. The Big Picture : try to identify angry or erratic drivers, and always be aware of your surroundings.
  3. Keep Your Eyes Moving: you must be alert and keep your eyes on the road.
  4. 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.
  5. Ensure they see you: make sure other drivers have noticed you.

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Name a profession which typically includes an apprenticeship as part of its training program
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Carpentry has apprenticeship programs.
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What is the main source of diseconomies of scale? A Physical capital breaking more often with large output levels B Specializati
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Answer:

C. Limited ability to manage and coordinate larger amounts of inputs.

Explanation:

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John would like to move from the city into the suburbs and has been saving up a large down payment for a home. Which is the most
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3 years ago
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A 3-year annual coupon bond has coupons of $12 per year starting one year from now and matures in 3 years for the amount $100. T
Ganezh [65]

Answer: Macaulay Duration = 2.6908154485 = 2.69

Explanation:

Macaulay Duration = Sum of Cash flows Present Value/ current bond price

Cash flows: year 1 = $12

Cash flows: year 2 = 12

Cash flows: year 3 = 100 + 12 = 112

Sum of Cash Flow PV = (1×12÷ (1.118)^1) + (2×12÷ (1.118)^2) +(3×112÷(1.118)^3)

Sum of Cash Flow PV = 270.37857712

Current Bond Price or Value = Face Value/ (1+r)^n + PV of Annuity

Current Bond Price or Value = 1000/ (1.118)^3 + (30×(1 - (1+0.118)^-3)/0.118

Current Bond Price or Value  = 100.48202201

Macaulay Duration = 270.37857712 ÷ 100.48202201

Macaulay Duration = 2.6908154485 = 2.69

4 0
3 years ago
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