write 194 in the form of 10k a
1.94 x 10^2
Not sure just what you're looking for.
To express 194 in the form of 10k a, where k represents a coefficient and a represents the base value, we need to determine the value of k and a.
First, let's find the largest power of 10 that is less than or equal to 194. In this case, it is 100 (10^2). Now, divide 194 by 100:
194 / 100 = 1 remainder 94
This means that 194 can be written as 1 * 100 + 94.
Since we are trying to express it as 10k a, let's rewrite 100 as 10^2:
1 * (10^2) + 94
So, we have found our values: k = 2 and a = 10.
Therefore, we can express 194 in the form of 10k a as 1 * (10^2) + 94, which simplifies to 1 * 10^2 + 94.