Zero in on
Crossword Clue

  • We have found 38 answers to crossword clue "Zero in on"
  • The Best Answer: 10/10
AnswerCrossword Clue
AIMZero in on
AIMFORZero in on
AIMATZero in on
NEARZero in on
MAKEABEELINEFORZero in on
FOCUSZero in (on)
FOCUSZero in on
PINPOINTZero in on
CUTTOTHECHASEZero in on essentials
TICSImpressionists zero in on them
ATNOTIMEOn zero occasions
MOSTELZero on the screen
LOVEZero, on the courts
LOVEZero, on a court
NORTHZero on a compass.
CALMZero on Beaufort scale
GOOSEEGGZero on the scoreboard
NILZero, on some scorecards
MALLGround zero on Black Friday
OPERLetters on a phone's zero
OPERLetters on the zero button
RESETPut the counter on zero
CALMZero on the Beaufort scale
OPERLetters on a zero button
ABOVESEALEVELHigher than zero, on an altimeter
NOSERVICEWhat zero bars means on a cellphone
NOSERVICEWhat zero bars on a cellphone indicates
subzeroindicating lower than zero on some scale
LOWESTINTHOUGHTMost likely to get zero on the SAT?
DEADBEATSThey rate zero on the "credit-ability" scale
VATSThey're not imposed on zero-rated goods: Abbr.
STARSymbol to the left of a zero on a phone
BEGANTHEBOMBStarted production on a movie that would ultimately earn zero stars?
infinitesimallyINFINITESIMAL, taking on values arbitrarily close to but greater than zero
infinitesimaltaking on values arbitrarily close to but greater than zero / an infinitesimal number
decibelsunit for expressing the relative intensity of sounds on a scale from zero for the average least perceptible sound to about 130 for the average pain level
normreal-valued nonnegative function defined on a vector space with value analogous to length and satisfying the conditions that the function is zero if and only if the vector is zero, the function of the product of a scalar and a vector is equal to the product of the absolute value of the scalar and the function of the vector, and the function of the sum of two vectors is less than or equal to the sum of the functions of the two vectors
normsreal-valued nonnegative function defined on a vector space with value analogous to length and satisfying the conditions that the function is zero if and only if the vector is zero, the function of the product of a scalar and a vector is equal to the product of the absolute value of the scalar and the function of the vector, and the function of the sum of two vectors is less than or equal to the sum of the functions of the two vectors