Kyle's lock combination consists of 3 two-digit numbers. The combination satisfies the 3 conditions below.

- One number is odd.

-One number is a multiple of 5.

-One number is the day of the month of Kyle's
birthday.

If each number satisfies EXACTLY one of the conditions, which of the following could be the combination of the lock?

14-20-13

14-25-13

15-18-16

20-15-20

34-30-21

Question

Kyle's lock combination consists of 3 two-digit numbers. The combination satisfies the 3 conditions below.

- One number is odd.

-One number is a multiple of 5.

-One number is the day of the month of Kyle's  
   birthday.


If each number satisfies EXACTLY one of the conditions, which of the following could be the combination of the lock?

14-20-13

14-25-13

15-18-16

20-15-20

34-30-21

unklerhaukus · Answer

find the set that

dosent satisfy both the first and second condition

cwrw238 · Answer

it can't be the last set because you have your odd number 21, the multiple of 5 , 20 but 34 doesn't satisfy the birthday requirement.

cwrw238 · Answer

it looks like its the first set  - do you agree?

anonymous · Answer

hmmmm........

anonymous · Answer

i was stuck between the 1st and 2nd one

cwrw238 · Answer

13 is the odd number
20 is multiple of  5
14 is birthday

- no - not the second because there are 2 odd numbers

anonymous · Answer

ahh. thnx!

cwrw238 · Answer

yw