Question

Help pleaseeeeee!!

Answer 1

what is ur queston

Answer 2

If \[10^{a}\times10^{b}\times10^{c}=1,000,000\] and a, b, and c are different positive integers, then \[10^{a}+10^{b}+10^{c}=\]

Answer 3

you have to find the a, b and c

Answer 4

ok....

Answer 5

did you get it?

Answer 6

do u need help still or no?

Answer 7

nvm

Answer 8

yes i still need help

Answer 9

this a tricky 1 sec please

Answer 10

Do you have any answer choices?

Answer 11

Cuz I got a= 50000 b= 40000 c= 10000

Answer 12

sorry reload

Answer 13

me to i got a 50000

Answer 14

What I do for these kind of questions is I divided 1,000,000 by 2, which is 500000, then I figured out what two other numbers I can add to 500000 to equal 1,000,000. So with the three numbers 100000, 400000, and 500000, I divided all three of them by 10 (because a, b, and c aren't alone; they are 10^a 10^b and 10^c) and I got my answers. But they can be different and still be correct. That's why I need to see what the choices are. If any.

Answer 15

no theres no multiple choice

Answer 16

i still dont get it

Answer 17

The answer is 1,110 you can find this by finding that for each exponent of 10 just adds a 0 to the final answer so for example 10^5 is 100,000 and in this question you have 6 zeros so you have to fin numbers that add up to six so in this case 1,2,3 add up to 6 creating 6 zeros for this.

Answer 18

I hope this helps