Write A Piecewise Definition Of The Monthly Charge
Write A Piecewise Definition Of The Monthly Charge. Write a piecewise definition of the monthly charge w(x) for a customer who uses x kwh in a winter month. 0900 / kwh the formula :
B) find the monthly charge for a customer who uses 550 kwh. So here we have a table four shows the electricity rates charged. His deductions are $42.25, fica tax;
Monthly Charge (Which Includes 500 Minutes) For $40 And A Charge For Additional Minutes Will Be 5 Cents A Minute.
$18,000 + 0.04 × $20,000 = $2600. 0 7 50 / kwh for over 400 kwh = 0. $16,000 + 0.02 × $10,000 = $1800.
Base Charge, $8.50 First 500 Kwh Or Less At 0.0500/Kwh Over 500 Kwh At 0.0.0800/Kwh Write A Piecewise Definition Of The Monthly Charge W(X) For A Customer Who Uses X Kwh In A.
The table to the right shows the electricity rates charged by better than lightning utilities the winter months_ write piecewise definition the monthly charge wix) for customer who uses kwh in winter monin; Write a piecewise definition of the monthly charge w (x) for a customer who uses x kwh in a winter month. Write a piecewise definition of the monthly charge w (x) for a customer who uses x kwh in a winter month.
Write A Piecewise Function Function Putting X&Y Terms That Can Be Used In Any # Or Minutes.
Write a piecewise definition of the monthly charge w(x). Write a piecewise definition of the monthly charge w(x) for a customer who uses x kwh in a winter month. If his sales are between $30,000 and $50,000 then his salary for the month increases in a linear fashion at 4% of sales over $30,000.
Over 500 Kwh At 0.0850/Kwh.
Write a piecewise definition of the monthly charge w(x). First 500 kwh or less at 0.0750/kwh. Thus if he sells $30,000 worth of goods his salary will be.
(A) Write A Piecewise Definition Of The Monthly Charge S(X) For A Customer Who Uses X Therms In A Winter Month.
Write the monthly cost c as a function of the number x of minutes used and graph c as a function of x for 0≤x≤600. The second one is in case you do exceed 400 min in that case you will be paying. So we see that the base charge, it's gonna be $8.50.
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