Unusual items not affecting prior period statements include

Question

Unusual items that do not affect prior period financial statements include:
a. discontinued operations
b. changes from one generally accepted accounting principle (GAAP) to another
c. errors in the application of generally accepted accounting principles
d. none of the above choices are correct

Anonymous · Accepted Answer

Where T is the period, m is the mass of the object, and k is the spring constant. It is important to note that the amplitude of the oscillation has no effect on the period. Which means the question should in fact say factors – the displacement will have no effect, nor will observing it in any way – the only two things there that will affect the period of the spring is changing the weight and the spring constant.

Anonymous · Answer

A.The mass of the ball of the pendulum will not affect the period; hence it will not affect the frequency of the pendulum.B. Pendulum 2.Explanation:A.The mass of the bob of a pendulum is not relevant to its period of oscillation. Its length of the of the pendulum is.B. T = 2pi*sqrt(L/g)For pendulum 1, L = 5 mg = 9.8 m/s^2T1 = 4.49 s.F1 = 1/T1= 0.22 hz.For pendulum 2, L = 1 mg = 9.8 m/s^2T2 = 2 sF2 = 1/T2= 0.5 hz.Pendulum 2.The shorter the string, the shorter the period. So the shorter one will have a higher frequency.

Arjun Thompson · Answer

b.Interest Expense should be increased, because the cost of interest relates to the current periodExplanation:The adjusting entry of interest expense is shown below:Interest expense A/c Dr $2,500        To Interest payable A/c $2,500(Being the interest expense is recorded)Since the interest expense is recorded that increases the balance of the interest expense account plus the interest cost is also related to that period.

Anonymous · Answer

Explanation:Given that,Mass of block = 2.00 kg Spring constant = 10.0 N/mInitial amplitude Final amplitude Number of oscillation = 4(a). We need to calculate the timeGiven formula,Put the value into the formulaWe need to calculate the value of bUsing damping formula (b), The damping force equation isWe know that,The time period isTherefore, time period is affected by damping force.Hence, This is the required solution.

Anonymous · Answer

varying the displacement of the mass from its equilibrium positionincreasing the amount of time the oscillating system is observedkeeping track of the precise position of the mass through timeExplanation:The period of a mass-spring system is given by:wherem is the mass hanging from the springk is the spring constantAs we can see from the formula, the period depends only on these two factors: mass and spring constant, and nothing else. Therefore, the following factors do not affect the period of the system:varying the displacement of the mass from its equilibrium positionincreasing the amount of time the oscillating system is observedkeeping track of the precise position of the mass through time

Anonymous · Answer

As the mass increases so will the force on the pendulum.

Anonymous · Answer

If mass increases, so does the force on the pendulum but acceleration remains the same because of the effect in gravity. because acceleration remains the same…so does the time which the acceleration occurs

Anonymous · Answer

Time period can be written as 2π √L/g so it doesn’t depend on mass !

Anonymous

Unusual items not affecting prior period statements include

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