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11y ago

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How many arrays can you make out of 20?

Oh, dude, there are like a bazillion arrays you can make out of 20. Okay, maybe not a bazillion, but definitely a lot. You can have arrays with 1 element, 2 elements, all the way up to 20 elements. So yeah, the possibilities are endless... well, not really, but you get the idea.


How can you use arrays to show breaking apart to find the product of 18 and 12?

To use arrays to show breaking apart for the product of 18 and 12, you can first decompose one of the numbers, such as 12, into smaller, more manageable parts, like 10 and 2. Then, create two separate arrays: one with 18 rows and 10 columns, and another with 18 rows and 2 columns. By calculating the area of each array (18 × 10 = 180 and 18 × 2 = 36) and then adding the two products together (180 + 36), you find the total product of 18 and 12, which is 216.


What factors of 410 can make the sum of 225?

205 + 10 + 10


What are Strings in C programming?

Arrays of chars are strings. there is a built in librray, that handles string string.h but the data-type is held as arrays of chars. char[10] c="string"; translate to ['s','t','r','i','n','g',\0] Arrays of chars are strings. there is a built in librray, that handles string string.h but the data-type is held as arrays of chars. char[10] c="string"; translate to ['s','t','r','i','n','g',\0]


Each packet holds 10 pencils how many pencils in 5 packets how do answer this using arrays and multiplication?

10 x 5?


Can you use the loops and arrays together?

Yes. int main(void){ int a[10]; int i=0; while(i<10 && a[i++]=i); return 0; }


Show 53.3 as a reduced fraction?

53.3 = 533/10 Since 533 and 10 share no common factors, this is fully reduced.


How do you declare and initialize constant arrays?

example in C: const int a [] = {10, 20, 40, 80};


What are the possible arrays you can arrange 40 buttons in?

10 x 4, 4 x 10, 8 x 5, 5 x 8


What factors can make 50?

1, 2, 5, 10, 25, 50


Which factors of 24 add to make 10?

34


What are the factors to make 50?

1, 2, 5, 10, 25, 50.