Answer D isn't a successful budgeting strategy.
The two major SAS steps are data and proc.
SAS programming structure is based on two essential steps, Data and Proc.
1. The DATA step:
This involves collecting and uploading the essential data to the program memory. It is used to update, modify and edit the data in case of any errors once it has been added to a dataset. New datasets can be created from existing ones by updating, editing, and/or merging them. at the end of this step, SAS data sets are created.
2. The PROC step:
This step processes and analyses the data collected into datasets in the previous step. it is used to perform specific functions on the data. at the end of the proc step, a result or report is produced.
In a SAS code, each line of code should begin either with a DATA or PROC step.
<u>While the other options are incorrect because: </u>
<u />
- Analysis: analysis is done in the PROC step.
- Content: Data or content is collected in the DATA step.
- Stat: a stat function acquires the status information regarding a specific file. Functions are performed on the datasets in the PROC step.
- Run: This command is used to execute a code.
- Import: Datasets are created by importing data from other datasets and outside.
- Print: the report produced at the end of the PROC step can be printed as a hard copy.
You can learn more about SAS at
brainly.com/question/13615203
#SPJ4
Answer:
14 bits memory address - 4096 bits.
16 bits memory address - 16384 bits.
Explanation:
The computer system memory is a hardware component that provides the necessary memory space and location to run software application on the computer system. The memory address location comes in various sizes.
A 14 bit memory can address 2^14 bits which is 4096 bits, since each 14 bit line carries a bit on which line. So for a 16 bit memory address, 2^16 bits location is addressed.
In any positional system of representing numbers, the number is important because it is equal to (in fact represents) the base . the base is typically (though not necessarily) some integer greater than (the multiplicative identity). for instance, decimal uses the digits , , binary uses , .