Read the Conclusions and then decide which of the given Conclusions logically follow(s) from the two given Statements:
Statements:
I. All pizzas are toppings.
II. No topping is tasty.

Conclusions:
I. All pizzas are tasty.
II. No pizza is tasty.

Let's analyze using Venn diagrams or standard logical deductions:
From Statement I, all pizzas are fully contained inside the category of toppings ($\text{Pizzas}\subseteq \text{Toppings}$).
From Statement II, there is absolutely no intersection between toppings and tasty ($\text{Toppings}\cap \text{Tasty}=\varnothing$).

Since all pizzas are a part of toppings, and no topping can be tasty, it follows with absolute logical certainty that no pizza can be tasty ($\text{Pizzas}\cap \text{Tasty}=\varnothing$).

Now evaluate the conclusions:

* Conclusion I: "All pizzas are tasty" $\to$ False.
* Conclusion II: "No pizza is tasty" $\to$ True.

Therefore, only Conclusion II follows.