$$ 
$ 
$ 1
$ 2
$$$140. Determine the integral: 
.
$$ 
$ 0
$ П
$ 
$$$141. Given that 
. Find dy -?
$$ 
$ 
$ 
$ 
$$$142. Given that 
. Find 
.
$$0
$-1
$1
$-2
$$$143. The locus of points for which the sum of distances to two fixed points is constant is called
$$ an ellipse
$ a hyperbola
$ a parabola
$ a circle
$$$144. Find the points of the discontinuities of the function 
.
$$ -2; 2
$ 1; -2
$ -2; 0
$ -1
$$$145. The … of two sets А and В is the set of elements which are in either set
$$ union (sum)
$ intersection (product)
$ difference
$ division
$$$146. Evaluate 
.
$$ 
$ 
$ 
$ 
$$$147. Evaluate 
.
$$ 
$ 
$sinx+C
$cosx+C
$$$148. Find 
.
$$ 
$1
$-1
$ 
$$$149. Evaluate 
.
$$4
$16
$-4
$-16
$$$150. Given that 
. Find 
.
$$1
$-1
$2
$-2
$$$151. Find the limit of the function 
.
$$ 
$ 
$ 
$ 
$$$152. Calculate 
.
$$ 
$ 
$ 
$ 
$$$153. Test the following function for the discontinuity: 
$$9
$3
$0
$-3
$$$154. Determine whether the following function is odd or even 
.
$$ odd
$ even
$ neither odd nor even
$ periodical
$$$155. Calculate 
.
$$ 
$ 
$ 
$ 
$$$156. Find 
.
$$0
$5
$3
$
$$$157. Find the limit of the function 
.
$$ 
$ 
$ 
$ 
$$$158. Find the area of the region (quadrant) of the point 
, if 
$$1 и 3
$1 и 2
$2 и 3
$2 и 4
$$$159. Find the limit of the function 
, when 
.
$$
$1
$0
$2
$$$160. The locus of the points for which the difference of distances to two fixed points is constant, equal 
is called
$$ a hyperbola
$ a parabola
$ a circle
$ an ellipse
$$$161. Find the increase interval of the function 
.
$$ 
$ 
$ 
$ 
$$$162. Find the derivative of the function 
when 
.
$$5
$8
$3
$4
$$$163. Calculate 
.
$$ 
$ 
$ 
$ 
$$$164. Find the points of discontinuities of the function 
.
$$2
$0
$1
$-2
$$$165. Find the domain of the function 
.
$$ 
$ 
$ 
$
$$$166. Find 
.
$$2
$ 
$1
$0
$$$167. The locus of points for which the distance to a fixed point equals the distance to a given straight line (directrix) is called
$$ a parabola
$ a sircle
$ a hyperbola
$ an ellipse
$$168. Find 
$$ 
$ 
$3
$ 
$$$169. Calculate 
:
$$ 
$ 
$ 
$ 
$$$170. Given function 
, determine interval of convex upward.
$$
$ 
$ 
$
$$$171. Find the point of discontinuities of the function 
.
$$ 
$ 2
$ -3
$ 
$$$172. Find the derivative of the function 
.
$$ 
$ 
$ 
$ 
$$$173. Find 
.
$$ 
$ 
$ 
$ 
$$$174. Calculate 
:
$$ 
$ 
$ 
$ 2
$$$175. Determine interval where a function is concave downward.
$$ 
$ 
$
$
$$$176. Find 
of the function 
.
$$ 
$ 
$ 
$ 
$$$177. Find the differential of the function 
.
$$ 
$ 
$ 
$ 
$$$178. Find the domain of the function 
.
$$ U
$
$
$
$$$179. Find 
.
$$
$1
$2
$0
$$$180. Find the derivative of the function: 
.
$$ 
$ 
$ 
$ 
$$$181. Find the limit 
.
$$
$1
$-1
$0
$$$182. Define a kind of the curve set by the equation 
:
$$ a parabola
$ a hyperbole
$ an ellipse
$ a circle
$$$183. The function is given 
. Find 
.
$$2
$1
$0
$-1
$$$184. Find the integral 
.
$$ 
$ 
$1
$0
$$$185. Find the limit 
$$0
$2
$-2
$4
$$$186. The function is given 
. find .
$$ 
$ 
$ 
$ 
$$$187. Find the derivative 
in a point
$$1
$2
$0
$-1
$$$188. The point of crossing of straight lines 
.
$$ 
$ 
$ 
$ 
$$$189. Find the limit 
:
$$5, 5
$3
$2
$0
$$$190. The graph of odd function is symmetric with respect to…
$$ the origin
$ axes of ordinates
$ axes of abscesses
$ Bisectors of the first origin angle
$$$191. On the segment 
, find max of function 
.
$$9
$1
$-2
$25
$$$192. The function is given 
. Find 
.
$$8
$2
$4
$16
$$$193. Find the limit 
:
$$1
$2
$-1
$0
$$$194. The function is given 
. Find 
.
$$ 
$2
$3
$
$$$195. Find the limit 
.
$$0
$1
$-1
$
$$$196. Find the integral 
.
$$
$1
$
$0
$$$197. Find the limit 
$$
$ 2/3
$ 1
$ 2
$$$198. A function 
is called decreasing on some interval, if for any two values of an argument taken on this interval,…
$$ smaller value of the function corresponds to larger value of the argument.
$ smaller value of the function corresponds to smaller value of the argument.
$ larger value of the function corresponds to larger value of the argument.
$ larger value of the function corresponds to smaller value of the argument.
$$$199. The function is given 
with range of definition 
. Function is called even, if the condition is done:
$$ 
$ 
$ 
$ 
$$$200. Show Maclaurirn expansion formula of the function 
:
$$ 
$ 
$ 
$ 
$$$201. Two sets are given 
?
$$ 
$ 
$ 
$ 
$$$202. Find the derivative of function 
.
$$ 
$ 
$ 
$ 
$$$203. Find the integral 
.
$$ 
$ 
$ 
$ 
$$$204. The function is given 
. Find .
$$24
$4
$6
$12
$$$205. Find the derivative of function 
.
$$ 
$ 
$ 
$ 
$$$206. Find the area of figure, bounded by lines 
и 
.
$$ 
$
$ 
$ 
$$$207. Find the function 
, as 
.
$$ -3
$1
$-1
$-2
$$$208. Find the square of figure, bounded by lines 
; 
; 
; 
.
$$1
$2
$3
$4
$$$209. Find f ' (-2), if 
.
$$47
$0
$-52
$-36
$$$210.If limit is exist 
, this number is called … of function 
at the point 
.
$$derivative
$ argument
$ integral
$ increment
$$$211. Find the limit of function 
.
$$ 
$
$0
$
$$$212. Find the limit of function: 
.
$$ 8
$4
$2
$
$$$213. Find the limit 
.
$$ 
$
$ 
$ 
$$$214. Find the derivative 
in a point 
$$ 
$4
$
$3е
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