Answer:
Amount of taxes payable is $210.
Explanation:
<u>Calculating the Income tax amount:
</u>
Income tax = Closing balance - opening balance + income tax expenses
Income tax = 30 - 50 + 230
Income tax = - 20 + 230
Income tax = $210
The statement III Aggregate plans often perform planning for fictitious/abstract products.
Combination-making plans refer back to the method of developing, retaining, and reading the approximate scope of the operations of a commercial enterprise corporation. It commonly includes targeted profits forecasts, stock stages, and manufacturing levels.
Aggregate planning is typically finished 365 days into the destiny. a few examples of combination making plans are hiring short people, shedding employees for a selected period, or bypassing education. This works as a powerful benchmark for diploma beneficial resource utilization and implementation.
The time period mixture means that the making of plans is completed for a single traditional measure of output or, on the maximum, a few aggregated product lessons. The purpose of aggregate planning is to set traditional output ranges within the near medium destiny in the face of fluctuating or unsure needs.
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Where v is velocity/speed
f is frequency
and lambda is wavelength
v=(500)(0.5)= 250 m/s
Hope this helps!
Answer:
B. is a democratic leadership
Answer:
Total amount collected = $94,400
Explanation:
Given:
1st investment = $25,000
2nd Investment = $35,000
3rd investment = $45,000
Computation of total amount:

Total amount collected = $94,400