Answer: Option e, Both A or B.
A) In DATA step one can use DROP(Syntax: DROP=Variable-1 <...Variable-n>) data set option with input and output data sets. If it is used with input data set the corresponding variables specified with DROP are not available for processing in DATA step. If it is used with output data set, corresponding variables specified with DROP are not written to the output data set by SAS.
B) Similar to DROP, KEEP(Synatax: KEEP=Variable-1 <...Variable-n>) can also be used with both input and output data sets. If KEEP is associated with input, then the variables specified by KEEP are only available for processing. If KEEP is associated with ouput data set then the variables specified by KEEP are written as ouput data set but all the variables are available for processing.
C) RETAIN statement is used to retain values of variables (created using INPUT and assignment statements) in the previous iteration to the current/present iteration of DATA.
D) VAR is used to specify the analysis variables and also to specify their order in output.
So Both A or B can be used to limit the variables written to output dataset in DATA STEP.
A) SASUSER B) Work C) AV D) SASHELP How can you limit the variables written to...
SAS BASE PROGRAMMING M?C Q PLS HELLP! The RETAIN statement can be used to Select one: a. Keep the values of only assigned variables from one iteration of the PROC PRINT step to the next b. Keep the values of all types of variables from one iteration of the DATA step to the next c. Keep the values of only assigned variables from one iteration of the DATA step to the next d. None of the other choices How many...
Exercise 1 (1). X, Y are random variables (r.v.) and a,b,c,d are values. Complete the formulas using the expectations E(X), E(Y), variances Var(X), Var(Y) and covariance Cov(X, Y) (a) E(aX c) (b) Var(aX + c (d) Var(aX bY c) (e) The covariance between aX +c and bY +d, that is, Cov(aX +c,bY +d) f) The correlation between X, Y that is, Corr(X,Y (g) The correlation between aX +c and bY +d, that is, Corr(aX + c, bY +d)
Let L = {w! w can be written as cd#e#c with c, d, e e {a,b}* }. Show that is not regular.
Please show your work with the formulas written out. Please answer as if you can not use a calculator, or only use a four function calculator (because that is how I have to learn it). Do not just put down the calculator keystrokes I need to see every step and number to learn how to do it. 17. If you borrow $25000 and repay $800 monthly at a rate of 6%, how many months will it take to repay the...
(written in c )How to split a string into lines without breaking the word that exceeds the limit. for example , each line is limited at 5 strings input : one 1 two three output: one 1 two three thank you!
6. An appraisal report can come in which format? a. Written Report b. Oral Report c. Written or Oral Report d. Neither written, nor oral report 7. When do you use an Appraisal Report instead of a Restricted Appraisal Report? a. When the intended user is the client b. When the intended user asks for it c. When the data suggests to use an Appraisal Report d. None of the above 8. Susan is working with a client who wants...
Variable A, B, and C are measured in the laboratory. These variables can be used to calculate both D = (AB)/C and F = CA – B. Write the absolute uncertainty of D and F in terms of some combination of A, B, C, and their absolute uncertainties.
(d) Explain briefly the Central Limit Theorem. Using this theorem, how can you approximate the Binomial distribution?
(8) 16 pts] For two random variables X and Y, and for constants a,b,c,d R, prove that Var (aX + b) + (cY + d)] = a2 VarlX) + cWarM + 2acCoolx, y In crafting your argument, you are allowed to use any properties of expectations and/or variances that we covered in lecture.
4. (10) Let L = {w w can be written as cd#e#c with c, d, e e {a, b}* }. Show that L is not regular.