Here are the rules to the game:
1. You are given 4 numbers, e.g. 1234 and must use each number, only once, to make 24
2. You may use addition, subtraction, multiplication & division as many times as you want
3. Once you've solved the problem from the post above, make your own by writing your 4 digits (you can only use numbers from & including 0-9
Note: There may be more than one solution to a problem. Feel free to post as many as you can think of!
Example: Use 1234 to make 24.
(4+2) x (3+1) = 24!
First problem below:
Make 24 using the numbers "6371"
Tough one Ben! What's your solution? Is square root acceptable in this situation?
Can I do √9 x (4 x 2) + 0 = 24?
Lol that's too easy. Sorry, didn't notice that 7+3+9+5 would do the trick. Haha! **embarrassed**
Okay if no one wants to debase themselves by solving 6666 I'll post a real one
The last time I was in a math class it was 1984. I can't tell you how proud I am of myself. lol
I didn't take a single math course in college. But I used to like math.
1984 was 9th gd. It was actually 1985, 10th gd. math. I think I'm done here. lol
Those numbers have not been approved. You might as well be using square roots.
Regarding 6666 - here's one solution:
6+6+6+6 = 24
You cannot use square roots Brycekiguchi. Only addition, subtraction, division or multiplication.
7889 --> √9 * 8 * (8-7) = 24, also
8 * log_(9-7) 8 = 8 * (log base 2 of 8) = 8*3 = 24
sorry kiwi I couldn't find a solution without square roots or logs, lol.
now try 11111111
yes, that's eight 1s. you can use any mathematical operations you want
[(1+1)^(1+1+1)]*(1+1+1) if exponents are legal in this game.
and next is 3574
That's all right Cal
If addition, subtraction, multiplication or division doesn't work - feel free to get creative
I found 2 Solutions to 3574:
(3*4) + (5+7)
(5-4) + 7)) * 3
Here's another to try! -> 4567
Got 23...28...26...hmm think I'm gonna sleep on it and find the answer tomorrow unless someone else gets there before me
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