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$$$331. The sequence is called as infinitely great if …
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$$$332. Find the integral :
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$$$333. Define the equation of a coordinate plane OXZ
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$$$334 Define the equation of a coordinate plane OYZ.
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$$$335. Find the derivative of this function
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$$$336. Find the derivative of this function
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$$$337 The line equation is given in polar coordinates: . Write down it in Cartesian coordinates.
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$$$338. At what value and the vectors and will be collinear.
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$$$339. Find the arc length of the semi-cubic parabola , with the starting at the point О(0;0) and with the end at the point В(4; 8)
$$ 64/5
$ 46
$ 3/4
$ 12
$$$340. Find the parameter of parabola
$$ 3
$ 2
$ 6
$ 1
$$$341. The set of all points of М plane satisfying the condition , where R – radius, - center, is called …
$$ circle
$ ellipse
$ hyperbola
$ parabola
$$$342. The equation of asymptotes of a hyperbola is given by:
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$$$343. The objects that make up the set, called its …
$$ elements
$ a symbol
$ intervals
$ area
$$$344.The set which is not containing any element, is called …
$$ the empty
$ the zero
$ the equal
$ the unit
$$$345. The set consisting of elements, each of which belongs to set А and to set В, is called as … of sets А and В.
$$ crossing (product)
$ a difference
$ association (sum)
$ division
$$$346. The sets which elements are numbers, are called …
$$ the numerical
$ the zero
$ the equal
$ the whole
$$$347. The set of all points in the Оху, each of which x is the value of the argument, and y - the corresponding value of function is … of the function
$$ the graph
$ the argument
$ the set
$ the element
$$$ 348. Segments, intervals and semi intervals are called as … span.
$$ the numerical
$ the zero
$ the unit
$ the empty
$$$349. Arbitrary interval , which contain point, is called as the… of point .
$$ neighbourhood
$ limit
$ object
$ argument
$$$350.A number а, is called the … of sequence , if for any number exists a number , which all , with , satisfy the inequation .
$$limit
$ set
$ element
$ argument
$$$351. A number А is called the … limit of the function as , if .
$$ left
$ right
$ area
$ radius
$$$352. A number А is called the … limit of a function as , if .
$$ right
$ point
$ area
$ left
$$$353. Let and and the point divides a segment in this ratio , coordinates of this point are defined by formulas:
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$$$354. Directrices of the ellipse, are called lines of the form
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$$$355. Write the equation of a circle with the center at the point and with radius which equal to 3.
$$ ;
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$$$356. Define the form of the curve set by the equation
$$ an ellipse
$ a hyperbole
$ a parabola
$ a circle
$$$357. Two points are given and . At what value of length of vector АВ will be equal to ?
$$ 6
$ 12
$ –6 and 1
$ -6
$$$358. Find the limit
$$ 4
$ 0
$ 1
$ 2
$$$359.The Roll theorem.Assume that function is differentiable on the interval and . Then , where the derivative equals to:
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$ = .
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$$$360. Find the derivative of this function :
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