Question : The table given below shows the marked price and discount percentage of five different articles.

$\text { Selling Price }=\text { Marked Price }-\left(\frac{\text { Marked Price } \times \text { Discount }}{100}\right)$
J1 = Total selling price of articles P and R.
J2 = Total selling price of Q and T.
What is the value of (J2 – J1)?

Option 1: 530

Option 2: 434

Option 3: 448

Option 4: 532

Question : The table given below shows the marked price and the value of the discount of five different articles.

Selling price = Marked price – Discount
L1 = The value of the average discount of articles C and D.
L2 = Sum of the selling price of all articles.
What is the value of L1 + L2?

Option 1: 2756

Option 2: 2687

Option 3: 2816

Option 4: 2618

Question : The table given below shows the marked price and selling price of 6 articles.

Discount Percentage = $\frac{\text{( Marked price – Selling price)}}{\text{ Marked price}}\times100$
Which of the following sequences is correct for the discount percentage?

Option 1: E > C > B > F > A > D

Option 2: B > E > C > F > A > D

Option 3: D > A > F > C > E > B

Option 4: B > E > C > F > D > A

Question : The table given below shows the cost price and selling price of 5 different articles.

What is the ratio of the total cost price to the total selling price of all articles?

Option 1: 50 : 39

Option 2: 49 : 72

Option 3: 37 : 50

Option 4: 50 : 73

Question : The table given below shows the demand and production of five articles.

J1 = The difference between total demand and total production of A, B and C.
J2 = The value of the average of demand and production of E.
What is the value of (J1 - J2)?

Option 1: 100

Option 2: –150

Option 3: 150

Option 4: –100