Curve for one
Crossword Clue

  • We have found 23 answers to crossword clue "Curve for one"
  • The Best Answer: 10/10
AnswerCrossword Clue
PITCHCurve, for one.
ACMEOne, for a sine curve
COMMACurve that gives one pause
KARENPITCHBLACKActress acquires one more curve
NERDOne who ruins the curve, stereotypically
ARTTEACHEROne who might grade on the curve?
ARTCLASSWhere one might be graded on a curve?
cubicsA cubic equation, or a curve described by one
parabola(Greek) a type of curve, one of the conic sections
secsintersecting line, esp. one intersecting a curve at two or more points
secantintersecting line, esp. one intersecting a curve at two or more points
secantsintersecting line, esp. one intersecting a curve at two or more points
secantlyintersecting line, esp. one intersecting a curve at two or more points
straightestExtending or moving uniformly in one direction only; without a curve or bend
straighterExtending or moving uniformly in one direction only; without a curve or bend
adiabaticsADIABATIC, a curve on a graph relating to an adiabatic process, one without transfer of heat
spitballpitch, now illegal, made to curve by moistening one side of the ball with saliva or perspiration
adiabaticwithout transference of heat / a curve on a graph relating to an adiabatic process, one without transfer of heat
spandrelsThe almost triangular space between one side of the outer curve of an arch, a wall, and the ceiling or framework
brachistochronethe curve along which a particle acted on by a force (eg gravity) will pass in the shortest time from one given point to another
crescentsA thing that has has the shape of a single curve, esp. one that is broad in the center and tapers to a point at each end
limacona plane curve whose equation in polar coordinates has one of the forms ? = a cos ? ▒ b or ? = a sin ? ▒ b and which reduces to a cardioid when a = b
continuous(of a function) Of which the graph is a smooth unbroken curve, i.e., one such that as the value of x approaches any given value a, the value of f(x) approaches that of f(a) as a limit