2. $60.00 + $30.00 = $90.00 total pay\npractice\nfind the total pay.\n| employee | rate per item | × |…

2. $60.00 + $30.00 = $90.00 total pay\npractice\nfind the total pay.\n| employee | rate per item | × | number of items produced | = | total pay |\n| ---- | ---- | ---- | ---- | ---- | ---- |\n| 1. bates, l. | $0.75 | × | 1,100 | = | |\n| 2. connors, d. | 2.30 | × | 115 | = | |\n| 3. gress, t. | 8.45 | × | 55 | = | |\n| 4. jones, m. | 0.44 | × | 660 | = | |\n| 5. lopez, f. | 5.00 | × | 99 | = | |\n| 6. wu, k. | 10.95 | × | 42 | = | |\n7. standardized test practice kathy crawford works as a freelance writer and editor. she charges $12 per page for editing services and $0.15 per word for writing. kathys regular client has asked her to write a 500 - word press release and edit a 12 - page newsletter. what is the total pay for the job?\na. $144 b. $219 c. $75 d. $200

Answer

Explanation:

Step1: Calculate Bates' pay

$0.75\times1100 = 825$

Step2: Calculate Connors' pay

$2.30\times115=264.5$

Step3: Calculate Gress' pay

$8.45\times55 = 464.75$

Step4: Calculate Jones' pay

$0.44\times660 = 290.4$

Step5: Calculate Lopez' pay

$5.00\times99 = 495$

Step6: Calculate Wu's pay

$10.95\times42=459.9$

Step7: Calculate Kathy's pay for writing

$0.15\times500 = 75$

Step8: Calculate Kathy's pay for editing

$12\times12 = 144$

Step9: Calculate Kathy's total pay

$75 + 144=219$

Answer:

$825$
$264.5$
$464.75$
$290.4$
$495$
$459.9$
B. $$219$