Lou has sold more rings than Jacob
Lou has sold 5 more rings than Jacob
<em><u>Solution:</u></em>
Lou and Jacob each sold 200 pieces of jewelry
Therefore,
Lou: 200 pieces sold
Jacob: 200 pieces sold
Also, given that,
20% of lou’s sales were rings and Jacob sold 35 rings
Therefore, we can say,
For Lou : 20 % of 200 were rings
Let us evaluate 20 % of 200
Thus Lou sold 40 rings
Also, given that Jacob sold 35 rings
Thus, Lou has sold more rings than Jacob
Difference = 40 - 35 = 5
Lou has sold 5 more rings than Jacob
Between step 2 and step 3 emily subtracted 2 instead of adding 2
Answer:
j = 5.352
Step-by-step explanation:
Simplifying
0.602 = j + -4.75
Reorder the terms:
0.602 = -4.75 + j
Solving
0.602 = -4.75 + j
Add '-1j' to each side of the equation.
0.602 + -1j = -4.75 + j + -1j
Combine like terms: j + -1j = 0
0.602 + -1j = -4.75 + 0
0.602 + -1j = -4.75
Add '-0.602' to each side of the equation.
0.602 + -0.602 + -1j = -4.75 + -0.602
Combine like terms: 0.602 + -0.602 = 0.000
0.000 + -1j = -4.75 + -0.602
-1j = -4.75 + -0.602
Combine like terms: -4.75 + -0.602 = -5.352
-1j = -5.352
Divide each side by '-1'.
j = 5.352
27 cards, split equally over 3 pages, comes to 9 cards per page.