Find the digit that makes _1,258 divisible by 9?
the digits must add to a multiple of 9.
1+2+5+8 = 16
so 21,258 = 9*2362
Here's all the correct answers for the test since all the other ones i saw were either completely wrong or had half wrong <3 (Also this is as 12/6/22)
1. 2
2. 1, 2, 3, 4, 6, 8, 12, 16, 24, 48
3. 2^3 x 3 x 7
4. 11
5. 6 members
6. 25/45
7. 2/5
8. 1/2
9. 10/3
10. 1 3/8 in.
11. 31/8 3 7/8
12.108
13. 42
14. 3 7/21 = 3 1/3
15. 6 7/20
16. 2.26
17. 3 1/5 < 3 11/20 < 3 63/80
18. 0.3125, 3/8, 9/16, 0.75
19. 2(2g + 1)
20. 8x + 2y
21 and 22 is a diy, and mine haven't been graded.
Good luck and i hope this helped <3 Also remember to take mental health breaks this kind of stuff can be tiring mentally, if you're for some reason not able to take break days then just take it slow. <33
To find the digit that makes a number divisible by 9, you need to calculate the sum of its digits and subtract it from the nearest multiple of 9.
In this case, we have _1,258.
To calculate the sum of the digits, add the numbers together: 1 + 2 + 5 + 8 = 16.
The nearest multiple of 9 to 16 is 18.
To make _1,258 divisible by 9, we need to add a digit that would make the sum of its digits equal to 18.
Since we already have 16, we need to add 2 more to reach 18.
Therefore, the digit that makes _1,258 divisible by 9 is 2.
To find the digit that makes 1,258 divisible by 9, we need to determine the sum of the digits of 1,258 and find the missing digit that makes the sum divisible by 9.
Step 1: Find the sum of the digits in 1,258.
1 + 2 + 5 + 8 = 16.
Step 2: Determine the missing digit.
To make the sum divisible by 9, we need to find the difference between the next number divisible by 9 and the current sum. The next number divisible by 9 after 16 is 18.
Step 3: Calculate the missing digit.
18 - 16 = 2.
Therefore, the digit that makes 1,258 divisible by 9 is 2.