2 cups hazelnuts (240g)

1/4 tsp pure vanilla extract
1/4 cup cocoa powder
1/3 cup sweetener of choice (see above for options that work here)
1/4 tsp salt
1/2 cup milk of choice or 2 tbsp oil, optional

This is a recipe for hazelnut spread, I have 2 and 3/4 cup hazelnuts what is the new ratio of the other ingredients?

1 answer

To adjust the recipe for hazelnut spread based on having 2 and 3/4 cups (or 2.75 cups) of hazelnuts instead of the original 2 cups, we can calculate the ratios for each of the other ingredients.

First, let's determine the scaling factor:

\[ \text{Scaling Factor} = \frac{\text{New amount of hazelnuts}}{\text{Original amount of hazelnuts}} = \frac{2.75}{2} = 1.375 \]

Now, let's multiply each of the other ingredients by this scaling factor (1.375):

  1. Pure vanilla extract: \[ 1/4 , \text{tsp} \times 1.375 = \frac{1.375}{4} \text{tsp} = 0.34375 \text{tsp} \approx 1/3 \text{tsp or a little less} \]

  2. Cocoa powder: \[ 1/4 , \text{cup} \times 1.375 = \frac{1.375}{4} \text{cup} = 0.34375 \text{cup} \approx 1/3 \text{cup} (a bit more than 1/3 cup) \]

  3. Sweetener of choice: \[ 1/3 , \text{cup} \times 1.375 = \frac{1.375}{3} \text{cup} \approx 0.4583 \text{cup} \approx 1/2 \text{cup} \]

  4. Salt: \[ 1/4 , \text{tsp} \times 1.375 = \frac{1.375}{4} \text{tsp} \approx 0.34375 \text{tsp} \approx 1/3 \text{tsp or a little less} \]

  5. Milk or oil: \[ 1/2 , \text{cup} \times 1.375 = 0.6875 \text{cup} \approx 2/3 \text{cup} \] or if using oil: \[ 2 , \text{tbsp} \times 1.375 = 2.75 \text{tbsp} \approx 2 \text{tbsp} + 2.25 \text{tsp} \]

Here are the new proportions rounded for simplicity:

  • Hazelnuts: 2.75 cups
  • Pure vanilla extract: ~1/3 tsp
  • Cocoa powder: ~1/3 cup (a bit more than 1/3 cup)
  • Sweetener: ~1/2 cup
  • Salt: ~1/3 tsp
  • Milk or oil: ~2/3 cup or ~2.75 tbsp oil

These measurements should give you a balanced hazelnut spread based on your available hazelnuts!