Question Solved1 Answer QUESTION 10 The prudence concept in accounting is best described as: The organisation should match expenses and revenues to the period in which they occurred The organisation should be accounted for as if it will continue trading into the future The organisation should be conservative when estimating revenue Only items substantial enough to influence the decisions of users of the accounts should be recognised

Purchasing a building for $120,000 by paying cash of $30,000 and obtaining a mortgage for $90,000 would: O A. decrease assets and decrease liabilities by $30,000 O B. increase assets and increase liabilities by $90,000 OC. increase liabilities by $30,000 O D. increase owner's equity by $90,000

A small glass bead has been charged to +20.0 nC. A small metal ball bearing 2.10 cm above the bead feels a 1.40×10-2 N downward electric force. Part A What is the charge on the ball bearing? Express your answer with the appropriate units. E xa 34.3 Xb 06 Provide Feedback a X.10n nC X Submit Previous Answers Request Answer ? X Incorrect; Try Again; One A small glass bead has been charged to +20.0 nC. A small metal ball bearing 2.10 cm above the bead feels a 1.40×10-2 N downward electric force. Part A What is the charge on the ball bearing? Express your answer with the appropriate units. E xa 34.3 Xb 06 Provide Feedback a X.10n nC X Submit Previous Answers Request Answer ? X Incorrect; Try Again; One attempt remaining Check your signs.

PRACTICE EXERCISE Uniform E and B fields are oriented at right angles to each other. An electron moves with a speed of 8 × 10° m/s at right angles to both fields and passes undeflected through the field. If the magnitude of B is 0.5 mWb/m', find the value of E. Will this filter work for positive and negative charges and any value of mass?

Ryan is a Canadian resident who lives with his family in Victoria, Canada, but works for a small donut cafe in Seattle, U.S., where he commutes every day. On a typical day, Ryan produces 400 donuts that sell for S 1.5 aplece. Of the revenue from selling the donuts, Ryan is paid $ 390 per day. The remaining $ 210 revenue is distributed as follows: $ 52.5 pays for inputs such as water, flour, sugar, butter, and enery, S105 is rent for using the facilities and interest for an initial loan to start the business, and $ 52.5 goes to salary to the manager and profit to the owner of the café. a) How much is the increase in U.S. GDP generated by the production of the 400 donuts? Number b) How much is the increase in U.S. GNP generated by the production of the 400 donuts? Number c) How much is the increase in Canada's GDP generated by the production of the 400 donuts? Number d) How much is the increase in Canada's GNP generated by the production of the 400 donuts? Number

Jump to level 1 Write a while loop that reads integers from input and calculates integer result as follows: - If the input is divisible by 5 , output "hit" and increase result by 1 . - Otherwise, output "miss" and do not update result. The loop iterates until a negative integer is read. Ex: If the input is \( 1015 \quad 6 \quad-2 \), then the output is: hit Jump to level 1 Write a while loop that reads integers from input and calculates integer result as follows: - If the input is divisible by 5 , output "hit" and increase result by 1 . - Otherwise, output "miss" and do not update result. The loop iterates until a negative integer is read. Ex: If the input is \( 1015 \quad 6 \quad-2 \), then the output is: hit hit miss Result is 2 Note: \( x \% 5==0 \) returns true if \( x \) is divisible by 5 . 1 #include 2 using namespace std; 4 int main() \{ 5 int number; 6 int result; 8 result \( =0 \); \( 9 \quad \) cin \( \gg \) > number; \( 10 \quad \) I cout \( \ll \) "Result is " \( < \) result \( \ll \) endl; return \( \theta \); \} 1 2

9. In a certain state the maximum speed permitted on freeways is 65 ml/h and the minimum speed is 40 ml/h. The fine for violating these limits is $15 for every mile per hour above the maximum speed or below the minimum speed. Express the amount of the fine F as function of driving speed x. 10. An electricity company charges its customers a base rate of $10 a month plus 6 cents per kelowatt hour (kwh) for the first 1200 kwh and 7 cents per kwh for all usage over 1200 kwh. Express the monthly cost E as function of the amount x of electricity used.