CONTROL WORK ON THE DISCIPLINE «THEORY AND TECHNOLOGY OF DEVELOPMENT OF MATHEMATICAL REPRESENTATIONS IN CHILDREN»: VARIANTS, METHODICAL RECOMMENDATIONS
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2018, Vol 2, Issue
Abstract
In the article the control work on the discipline «Theory and technology of development of mathematical representations in children»is presented. It covers: 25 options; methodical recommendations on writing, execution and execution of the test work.
Authors and Affiliations
Tatyana Yakovleva
NANOTECHNOLOGY INDUSTRY COMPETITIVENESS OFRUSSIAN FEDERATION AS SEGMENT OF THE GLOBAL MARKET FOR NANOTECHNOLOGY
A question of the development of nanotechnology in the Russian Federation within the global nanotechnology market, a forecast of development of Russian market for nanotechnology in the coming decades.
ANALYSIS OF THE PROPAGATION CONDITIONS OF VLF RADIO WAVES ADD-ONS IN THE EARTH-IONOSPHERE WAVEGUIDE ON THE NOVOSIBIRSK-ULAN-UDE AND KOMSOMOLSK-ON-AMUR-ULAN-UDE ROUTES DURING MAGNETIC STORMS AND SOLAR FLARES AUGUST 31 — SEPTEMBER 12, 20171
An analysis of the amplitude and additional phase ϕadd of the additional field of the VLF ADN RNS RSDN-20 field during strong magnetic storms and solar flares from September 1-12, 2017 was carried out. Paths of the latit...
METHOD OF LINES SOLUTION FOR SOLUTION OF THE FIRST BOUNDARY VALUE PROBLEM FOR DIFFUSION EQUATION OF FRACTIONAL ORDER
In the paper we study the first boundary value problem for the diffusion equation of fractional order. A solution in its difference form is obtained by the method of lines.
ON THE COMPUTING OF THE EQUILIBRIUM VOLUME OF A SMALL SESSILE DROP
In the current paper we consider a small liquid drop resting on a horizontal smooth surface with the effect of gravity and wich is in thermodynamic equilibrium with its own vapor. Taking into account the size dependence...
BOUNDARY VALUE PROBLEM FOR A GENERALIZED TELEGRAPH EQUATION OF FRACTIONAL ORDER WITH VARIABLE COEFFICIENTS
In this paper, we construct the solution to the Goursat problem for a generalized telegraph equation of fractional order with variable coefficients.