Use Double dabble method to convert 324 base 10 to binary
1 answer:
The binary value for the decimal number 324 with base 10 is 101000100.
The most common way of converting a decimal number into a binary is the double dabble method.
In the double dabble method, the given decimal number is divided by 2 continuously and the remainder after each division is written at the end. When all the remainders are read in reverse order, we get the binary number.
Refer to the attached image for the division of the decimal number 324 with base 10 by 2.
So, the binary value for the decimal number 324 with base 10 is 101000100.
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First Method: Using Graph
Finding the limits as x approaches infinity and negative infinity is one way to solve this problem. As x reaches infinity, simply follow the graph line (colored purple) to the far right to find its limit. If we trace it, we can see that the Y value never exceeds -3 (orange), indicating that the limit is equal to -3 as x approaches infinity. You'd do the same with negative infinity, the limit is -3. We may now say the following:
And that's the answer to your question.
Second Method: Using Mathematics
I'm not sure if this solution is suitable for your stage, but you can solve this problem using L'Hopital's rule:
<em>Graphed by: Desmos</em>
