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Sindrei [870]
2 years ago
11

Which two features could be added to a game using an "if () then" block?

Computers and Technology
1 answer:
xxTIMURxx [149]2 years ago
3 0

The two features that could be added to a game using an "if () then" block are c. if the player touches a wall, it turns around and moves back 5 and d.

<h3>What does the If Then block mean?</h3>

The If-Then block is understood to be the output certainly considered one among given values, this is because of the fee of a Boolean enter.

Note that the entry fee could be very essential and as such, The functions will be introduced to a sport the use of an "if () then " block are: Using nested If-Then blocks. • Checks the particular Bid amount for the instrument.

Learn greater approximately game from :

brainly.com/question/1786465

#SPJ1

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Sati [7]

Answer:

Number classes that received pack of books = n classes

Explanation:

Question:

There are n classes in a school, each with a different number of students. The school receives m packs of books, each with a different number of books. For a class to receive a pack, the number of students in that class must be equal to the number of books in the pack. Determine how many classes receive a pack of books.

Solution:

n = number of classes

m = number of pack of books

The above question didn't give the number of students in each class. Neither did it give the number of books in each pack. We would make assumptions in order to derive our answer.

Assumption 1: That the number of pack of books received corresponds to the number of classes in the school.

That is m = n .

Assumption 2:

That the number of students in each class corresponds to the number of books in each packs.

That is, If number of students are: 10, 15,20,25,30.

Each number of books in the each pack would be in that amount: 10, 15,20,25,30.

Since it is stated that for a class to receive a pack, the number of students in that class must be equal to the number of books in the pack.

Hence all classes would receive a

Pack of book based on our assumption.

Number classes that received pack of books = m classes

Note: A change in assumption would change the answer derived. For instance, if m is not equal to m and number of students not equal to number of packs, the answer would be different from the one we obtained above.

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