Solve the Problem $\sqrt { \mathrm { r } ( 29000 + 41000 \tan \theta ) }$

question 214

Multiple Choice

Solve the problem.
-A racetrack curve is banked so that the outside of the curve is slightly elevated or inclined above the inside of the curve. This inclination is called the elevation of the track. The maximum speed on the track in miles per
Hour is given by $\sqrt { \mathrm { r } ( 29000 + 41000 \tan \theta ) }$ where r is the radius of the track in miles and θ is the elevation in degrees. Find the maximum speed for a
Racetrack with an elevation of 26° and a radius of 0.6 miles. Round to the nearest mile per hour.

• A) 37,953 mph
• B) 59,899 mph
• C) 193 mph
• D) 171 mph

Acknowledge the role and preparation of adjusting entries in the accounting process.

Comprehend the function and benefits of using a worksheet in the accounting cycle.

Appreciate the significance of closing entries and their effect on the accounts.

Understand how to prepare and interpret financial statements and the work sheet.

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Definitions:

Magnitude

The size, extent, or importance of something, often used in reference to quantitative measurements or perceived impact.

Social Utility

The overall contribution that an action or policy makes toward the good or welfare of a society.

Latent Defect

A hidden flaw in a product or property that is not easily observable or discoverable at the time of purchase.

Due Care

The effort made by a reasonable party to avoid harm to others or their property, typically by following a standard of conduct that meets legal or ethical expectations.