In the decimal number system, you can imagine as in example to be formed as
300 + 60 + 4
or (3 x 100) + (6 x 10) + (4 x 1)
Remembering that anything raised to the power 0 is 1, we can write this as
3 x (10 raised to 2) + 6 x (10 raised t0 1) + 4 x (10 raised to 0)
Hence starting from the rightmost (least significant digit) digit, the numbers denote the position values of 1, 10, 100, 1000, ....etc. multiplied by the digit itself.
In this case the 6 in 364 denotes sixty.
60.6667
15.1667
360
Nope - it goes 60 times with 4 remainder
The number 6 is in the tens place. So maybe that's the desired answer. There are 3 hundreds so that is 30 tens, which would make 36 tens.
In the number 364, the digit 6 holds a place value of 60. This is because 6 is in the tens place, which represents 6 tens or 60. The digit 6 contributes to the overall value of the number 364 as 60, alongside the values of the other digits in the hundreds and ones places.
60.6667
60.66666666666667 x 6 = 364
No
364 minutes = 6 hours 4 minutes.
To express ( 364 \times 26 ) using the distributive property, you can break down 26 into smaller parts, like 20 and 6. This gives you: [ 364 \times 26 = 364 \times (20 + 6) ] Using the distributive property, this expands to: [ 364 \times 20 + 364 \times 6 ] Now you can calculate each part separately.
If we approximate a day to 24 hours then 364 hours = 364/24 = 15 1/6 days.
there is 364
0.011
0.0659
15.1667
Expanded Notation of 364 = (3 x 100) + (6 x 10) + (4 x 1)