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What is going on, guys, and in this video, we are going to practice in nice recreation function that
all it's going to do is basically it's going to receive the values.
The first value that this function is going to receive is an integer.
That will be called total, the second value will also be an integer that should be called number one.
And the last parameter that we are going to receive will be also of an integer type, and it will be
called numb to all right.
So now pay attention to what the function should do.
OK.
That's the function that you are going to develop.
And then hopefully we are also going to solve it together.
So once you created the signature of the function, you received three values total number one in them
to all three of them are often integer type, but.
That's just for the explanation of this video, of course, you can mix them.
But that's what you are required to do.
Three parameters of integer type and what the function should do is that it should print a sequence
of total number ones values and then a sequence of total now 2's values.
OK, so you received three parameters.
Total number one in them.
Two.
And now if, for example, you received a total of three, OK, total equals two three.
Number one equals two two and no two equals two four.
Then what you should print is a sequence, a sequence of length total, which is a Flink three off first
of all.
Number one value number one value in number one value.
And then to print a sequence right afterwards.
A sequence of the values of number two, which in this case is four and the length of the sequence should
be total.
OK, so a total is the sequence of number one values that should be printed one after the other.
Once you are done printing the sequence of length total that these function received, then you print
a sequence of numbers.
OK, so another example is that if you get a total equal to two and no one equals two three in number
two equals to five.
Then we print a sequence of length two of the value one, which is three three, and then we print a
sequence of NAM two, which is five of length two again, which will be five five.
So the final thing that you expect to see on the screen is three three five five, as in this example.
All right, so great.
And now you are going to start thinking about the solution and start practicing and hopefully solve
it correctly on your own.
So take some time.
Think about a solution, and I will see you in the solutions video.
Enjoy.
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