How much chocolates (aero, kitkate, skittles) would be inside a about 1600 ML jar and if I counted (predicted about) 14 or 15 chocolates per side (not counted the inside) How many(in boxes) (all combined with all the options)?

Answer 1

To estimate how many chocolates of Aero, KitKat, and Skittles could fit in a 1600 mL jar, you first need to consider the volume of each type of chocolate.

1. Volume of Chocolates:

   • Aero Bar: A standard Aero bar weighs about 35g and has a volume of roughly 30 mL.
   • KitKat: A standard KitKat bar (4 fingers) weighs about 41g and has a volume of approximately 40 mL.
   • Skittles: A standard bag of Skittles (approximately 60g) has a volume of about 200 mL, which means each Skittle can be estimated at around 1.3 mL.

2. Volume Available: Since you're counting about 14-15 chocolates per side, we can calculate the total number of chocolates that could fit in that volume. Assuming a jar has a cylindrical shape and taking an average packing efficiency into account, we can just use the volume for simplicity.

3. Estimating Total:

   • Let's assume an average size (or volume) for each chocolate type:
     • Average Aero: ~30 mL
     • Average KitKat: ~40 mL
     • Average Skittle: ~1.3 mL

   Then calculate how many fit:

   • Assuming you are only filling with one type (for simplicity):
     • For Aero: $\frac{1600,\text{mL}}{30,\text{mL}}\approx 53.33\Rightarrow 53,\text{bars}$
     • For KitKat: $\frac{1600,\text{mL}}{40,\text{mL}}\approx 40\Rightarrow 40,\text{bars}$
     • For Skittles: $\frac{1600,\text{mL}}{1.3,\text{mL}}\approx 1230.77\Rightarrow 1230,\text{Skittles}$

4. Combining All: A mix of these chocolates can be harder to predict without knowing the exact ratio, but for example you could split the jar among them.

   • Let's assume you divide the jar equally:
     • Each type would get about $\frac{1600\text{ mL}}{3}\approx 533.33\text{ mL}$
     • Aero: $\frac{533.33\text{ mL}}{30\text{ mL}}\approx 17.78\Rightarrow 17,\text{bars}$
     • KitKat: $\frac{533.33\text{ mL}}{40\text{ mL}}\approx 13.33\Rightarrow 13,\text{bars}$
     • Skittles: $\frac{533.33\text{ mL}}{1.3\text{ mL}}\approx 410.26\Rightarrow 410,\text{Skittles}$

This gives a total of approximately:

• 17 Aero bars
• 13 KitKat bars
• 410 Skittles

In total: 17 + 13 + 410 = 440 individual pieces of chocolates (Aero, KitKat, Skittles combined).

If estimating by boxes:

• Aero and KitKat usually come in packs of 3-5, while Skittles come in bags often containing about 50-60 skittles.

Depending on your local packaging information, you'll have to translate the numbers into boxes or packs. For instance:

• 17 Aero bars might equal 4-5 boxes (assuming 3-5 bars per box).
• 13 KitKats could be around 2-3 boxes.
• 410 Skittles might mean around 7-8 bags (assuming about 50-60 per bag).

So, the exact number of boxes will depend on how they are packaged in your location, but you'll be looking at about 7-10 boxes/packs total for a mix.