Príklady fit

• Those trousers fit you nicely.

• This tiny device fits into the palm of your hand.

• Their new car barely fitted into the garage.

• If you can't fit all the cases in your car, I can take a few in mine.

• One size fits all.

• He doesn't fit my image of how an actor should look.

• He doesn't conform fit the national stereotype of a Frenchman.

• We had to adapt our plans to fit Jack's schedule.

• The soundtrack really fits the era in which the film is set.

• I don't have anything that really fits the occasion.

• We're having a new bathroom suite fitted at the weekend.

• He was recently fitted with a brace for his bad back.

• Do you know anyone who can fit windows?

• He was messing with his bike and then he couldn't fit the parts back together.

• My car is having new tyres fitted.

• He's jogging round the park every morning in an effort to get fit for the football season.

• At 73, she's still fighting fit, walking five miles a day.

• Her hearing is going, but otherwise she's remarkably fit for a 95-year-old.

• "What do you do to keep fit?" "I jog and go swimming."

• Most exercise classes start gently, lulling you into thinking that you're fit.

• Researchers could be misled by the publications of the first category because they were usually censored by the government to fit its propaganda purposes.

• However, many of the interesting problems of generalization in psychological science do not fit this mold.

• His central support also recovered, aided by the party's need to have some provincial governments fit for display.

• Different personality styles and psychological needs will fit best with each of the models.

• It seems on the face of it rather unlikely, but all of the known examples do fit into this framework.

• Unlike a nephrology consult, successful ethical practice does not easily fit in the consultative paradigm: it requires more than a 15-minute discussion.

• Virtually anything can fit these broad categories of definition, with the effect that the defining criterion is no criterion at all.

• We have formulated a constrained optimization problem to determine the least squares fit of a hyperplane to uncertain data.

• Is his omission due to the fact that the classical approach to visual imagery would not easily fit the model?

• We then performed a discriminant analysis on the result that provided the best fit.

• We found that for both red and green center cells the data could be perfectly fitted by either mixed or pure surrounds.

• The following algorithms are used to attempt to fit the two possible primitives to the data points.

• However, the precision of estimation was reduced for models fitted at the youngest ages, reflecting the lower accumulative rates of parenthood in the teenage years.

• Results of the model indicate a reasonable fit of the model to the data.

• The goodness of fit in all specifications is reasonable and the null hypotheses of no misspecification and homoscedasticity are not rejected either.