To determine the range of the height of toys, we need to find the difference between the maximum possible height and the minimum possible height from the given table.

The table shows the distribution of toy heights in different ranges:



Minimum possible height:
The lowest height range is $\(10-19 \mathrm{~cm}\)$. The minimum possible height for any toy in this group is 10 cm.

Maximum possible height:
The highest height range is $\(60-69 \mathrm{~cm}\)$. The maximum possible height for any toy in this group is 69 cm .

Range of height of toys (Quantity A):
Range $=$ Maximum possible height - Minimum possible height
Range $\(=69 \mathrm{~cm}-10 \mathrm{~cm}\)$
Range $\(=59 \mathrm{~cm}\)$

Now, let's compare Quantity A and Quantity B:

Quantity A: 59
Quantity B: 50

Comparing the two values:
59 > 50

Therefore, Quantity A is greater than Quantity B.
The final answer is Quantity A is greater.

For me is A

Carcass i think i know the reason why the answer is D
the weight of each toy is given in a range
in 10 - 19 the toy having lowest weight could be 18 or 17 or as low as 10
in 60 - 60 the toy having highest weight could be 69 or 68 or 67 since it has 17 toys

so range the can be 69 - 10 = 59 or 67 - 18 = 49 and so on

the range could be any thing between 49 and 59 so it has to be D imo