Given that
With 8 tokens, we can buy 4 dresses.
$\therefore$ 2 tokens can purchase $\left(\frac{2\times 4}{8}\right)$ dresses
$=\frac{8}{8}=1$ dress
$\therefore$ 1 dress can be purchased with 2 tokens.

Answer: Option D. ->

Options B,C and D make ₹23.

Option B: Ten ₹2 coins + Three ₹ 1 coins = 20 + 3 = ₹23 - number of coins used =13

Option C: Nine ₹2 coins + Five ₹ 1 coins = 18 + 5= ₹23 - number of coins used =14

Option D: Eleven ₹2 coins + One ₹ 1 coin = 22 + 1 = ₹23 - number of coins used =12

Hence, we use the least number of coins in option D, that is 12.

100 paise = ₹ 1.00

$\therefore$ 2000 paise = ₹ 20.00

$\Rightarrow$2000 paise - ₹6.50 = ₹ 20.00 - ₹6.50 = ₹ 13.50
₹1 = 100 paise
Hence ₹ 13.50 is also = $13.50\times 100$ = 1350 paise

₹ 1.00 = 100 paise

$\therefore$ ₹ 135.75 = (135.75 $\times$ 100) paise = 13575 paise

The Indian Rupee is represented by the symbol ₹.

Manu has ₹ 250.

He spends ₹ 155 on comics and  ₹ 38 on a diary. Total amount spent by Manu = 155 + 38 = ₹ 193

$\therefore$ Money left with Manu = 250 - 193 = ₹ 57

100 paise = ₹ 1

$\therefore$ 56000 paise= $\frac{56000}{100}=$ ₹ 560 

As per the question

One litre of juice costs ₹ 56.00.

So, with ₹ 560, 10 litres of juice can be bought.

Money Zoya had = ₹200

Change left with Zoya after purchasing two tickets = ₹ 30

$\Rightarrow$  Zoya spent on two tickets = Money Zoya had - Change left
=₹200 - ₹30
= ₹170

$\therefore$ Cost of one ticket = 170 $÷$ 2 = ₹85

100 paise = ₹ 1.00
$\therefore$ 525 paise = 500 paise + 25 paise = ₹ 5.00 and 25 paise
200 paise = ₹ 2.00
$\therefore$ 525 paise + 200 paise + ₹ 5.00 + ₹ 10.00

= ₹ 5.00 + 25 paise + ₹ 2.00 + ₹ 5.00 + ₹ 10.00
                                                                 

=  ₹ 22.00 and 25 paise

Sum of money that is borrowed to be paid back at a later date is called a LOAN.