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Mathematics Synergy - MOI 2 semester (Test 93/100)
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Uploaded: 04.03.2021
Content: Ответы Математика.zip 584,8 kB
Product description
Mathematics answers 2 semester Synergy Test MOI. Score 93 points - EXCELLENT
A discontinuity of a function at a point x0 is called a discontinuity of the first kind if ...
Answer type: Single choice
the limit of the function at the point x0 is equal to ∞
the left-hand limit of the function at the point x0 is equal to ω, and the right-hand limit of the function at the point x0 is finite
the right-hand limit of the function at the point x0 is equal to ω, and the left-hand limit of the function at the point x0 is finite
left-sided and right-sided limits of the function at point x0 - finite
function is not defined at point x0
An equation of the form P1 (x) Q1 (y) dx P2 (x) Q2 (y) dy = O is ...
Answer type: Single choice
separable differential equation
partial differential equation
algebraic equation of the first order
differential equation of the second order
For the function y = sin x / x
Answer type: Single choice
point x = 0 is point ...
continuity
break of the 2nd kind
removable gap
extremum
The equation y "- 4y = ex is ...
Answer type: Single choice
differential Bernoulli equation
linear inhomogeneous differential equation of the second order with constant coefficients
linear homogeneous differential equation of the second order with constant coefficients
separable differential equation
Find the maximum (minimum) points of the function y = × ^ 2 - 2x
Answer type: Single choice
(0; -1) - maximum point
(1; -1) - maximum point
(1; -1) - minimum point
Find the inflection point of the curve
What is the necessary condition for the function to increase?
Find the area of the figure enclosed between the straight lines y = 4x - 5, x = -3, x = -2 and the Ox axis
The equation y xy, -2 = 0 is ...
Answer type: Single choice
differential Bernoulli equation
linear inhomogeneous differential equation of the second order with constant coefficients
linear homogeneous differential equation of the second order with constant coefficients
separable differential equation
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