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WGU C784 APPLIED HEALTHCARE STATISTICS QUESTIONS WITH ASSURRED COMPLETE
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WGU C784 APPLIED HEALTHCARESTATISTICS QUESTIONS WITH
ASSURRED COMPLETE ANSWERS
rational tnumber t- t✔✔A tnumber tthat tcan tbe twritten tas ta tratio tof tintegers, twhich
tmeans tit tcan tbe twritten tas ta tfraction.
product t- t✔✔The tresult tof tmultiplying tvalues.
whole tnumber t- t✔✔A tnumber twhose tvalue tis t0 tor tgreater tand tcan tbe trepresented
twithout ta tfractional tor ta tdecimal tcomponent.
identity tproperty t- t✔✔The tproperty tthat t0 tcan tbe tadded tto tany tnumber twithout
tchanging tthe tvalue tof tthe tnumber. tLikewise, t1 tcan tbe tmultiplied tby tany tnumber
twithout tchanging tthe tvalue tof tthat tnumber.
associative tproperty t- t✔✔The tproperty tthat tunder tcertain toperations tin ta tmulti-step
texpression, tthe tcomputations tmay tbe tdone tin tany torder. tCommonly trepresented tas
t(a t+ tb) t+ tc t= ta t+ t(b t+ tc). tAddition tand tmultiplication tboth thave tthis tproperty, tbut
tsubtraction tand tdivision tdo tnot.
perfect tsquare t- t✔✔The tproduct tof tany tinteger twith titself tyields tthis. tSo, ta tnumber tis
tthis tif tit tcan tbe twritten tas tthe tsquare tof tan tinteger. tFor texample, t9 tis tthis tbecause t3
t* t3 t= t9. tOther texamples tare t16, t25, t36, t49,...
set t- t✔✔In tmathematics: ta tcollection tof tnumbers.
order tof toperations t- t✔✔A tset tof trules tthat tdefines tthe torder tin twhich tmathematical
toperations tshould tbe tperformed
multiplicative tinverse t- t✔✔The tnumber tyou tmust tmultiply tx tby tto tget t1. tFor texample,
t5 tand t1/5.
principal tsquare troot t- t✔✔The tpositive tsquare troot tof ta tnumber.
interval t- t✔✔A tset tof tnumbers tbetween ttwo tspecified tvalues.
operators t- t✔✔A tword tor tsymbol t(such tas t+ tor t-) tthat tindicates tan toperation
tbetween tvalues.
, commutative t- t✔✔The tproperty tthat tthe torder tof tthe tnumbers tunder tthe toperation
tdoes tnot tchange tthe tresult. tAddition tand tmultiplication thave tthis tproperty: ta t+ tb t= tb
t+ ta tand tab t= tba.
radical tsign t- t✔✔The tsymbol twhich tindicates tto ttake tthe tsquare troot tof tthe tnumber
tthat tfollows.
additive tinverse t- t✔✔Two tnumbers tequidistant tfrom t0 ton ta tnumber tline twhose tsum
tis t0. tFor texample, t3 tand t-3.
greatest tcommon tfactor t(GCF) t- t✔✔The tgreatest tnumber tthat tis tboth ta tfactor tof ta
tand ta tfactor tof tb.
factor ttree t- t✔✔A tgraphical tmethod tused tto tidentify tthe tprime tfactorization tof tan
tinteger.
integer t- t✔✔A tnumber, t(positive, tnegative, tor tzero), tthat tcan tbe trepresented twithout
ta tfractional tor ta tdecimal tcomponent.
discrete t- t✔✔A tcollection tof tnumbers twhose tvalues tare tdistinct, tseparate, tand
tunconnected.
prime tfactorization t- t✔✔Determining tthe tset tof tprime tnumbers twhose tproduct tis tthe
toriginal tinteger.
continuous t- t✔✔A tcollection tof tnumbers twhose tvalues tare tnot tdividable tinto tdistinct
tunits.
expressions t- t✔✔A tstring tof tterms tthat tare tconnected tby tdivision, taddition, tand
tsubtraction toperations.
quotient t- t✔✔The tresult tof ta tdivision texpression.
exponents t- t✔✔Sometimes tcalled ta tpower, tit tis ta tquantity tthat trepresents trepeated
tmultiplication.
factor t- t✔✔An tinteger tthat tdivides tanother tinteger. tWe tsay tan tinteger, tx, tis ta tfactor
tof tanother tinteger, ty, tif tthe tquotient ty/x tis talso tequal tto tan tinteger.
composite tnumber t- t✔✔A tnumber twith tmore tfactors tthan tjust tone tand titself. tNot ta
tprime tnumber.
Fundamental tTheorem tof tArithmetic t- t✔✔A tconcept twhich tstates tthat tany tinteger
tgreater tthan t1 tis teither tprime tor tis tthe tproduct tof ta tunique tset tof tprime tnumbers.
prime tnumber t- t✔✔A tnumber twith tonly ttwo tfactors: tone tand titself.
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