Multidisciplinary Kit for high school- Physics / Chemistry / Biology / Mathematics

Function

Destined for studies in areas such as Physics, Mathematics, Chemistry and Biology in Secondary Education.

Cidepe - Industrial Center for Teaching and Research Equipment - is a company of reference in educational instruments in educational institutions in Brazil and abroad. With an experienced team of engineers, professors, researchers, consultants and other collaborators, Cidepe develops products with technology and human talent to improve the teaching dynamics.
The entire history of pioneering spirit and work focused on customer needs makes the Cidepe brand increasingly present in the lives of thousands of students, bringing greater participation and interest to the knowledge experience in the areas of Chemistry, Physics and Biology. Contact our sales team, we are available to assist your educational institution on this journey towards practical knowledge.

Key Experiments

  • » The VURM and its characteristics, multi-chronometer - 1032.006_D
  • » The free fall motion with trial body of 10 equal intervals - 1032.010K1
  • » The principle of conservation of mechanical energy - 1032.010K3_1
  • » The meeting of two moving objects in URM with opposite directions, on the same trajectory, multi-chronometer - 1032.005C1
  • » The frictional forces and Newton´s first law of motion - 1032.046
  • » Dynamic determination of the elastic constant of a coil spring, with multi-chronometer - 1032.012_1
  • » The determination of the sliding static and kinetic friction coefficient - 1032.048
  • » The equilibrium of a moving object on an inclined plane - 1032.043
  • » Coil spring and Hooke´s law - 1032.052B
  • » Archimedes´ principle - 1042.032B
  • » The number of images formed between two flat mirrors with an angle between them - 1062.004E
  • » The reflection of light in a plane mirror and the laws of reflection - 1062.003E2
  • » The reflection in concave and convex spherical mirrors - 1062.003E4
  • » The spherical lenses and its main characteristics - 1062.003E6
  • » Vision defects, correction of hyperopia and myopia with lenses - 1062.003E7
  • » The MHS in a mass and coil spring system, oscillating - 1072.008B
  • » The combinations of lamps in series and in parallel - 1082.044A_1
  • » Ohm´s law - 1082.056A_1
  • » The identification of a non-ohmic resistor - 1082.064A_1
  • » The resistance offered by a diode - 1082.088A_1
  • » Measurements in mixed circuits and electric power - 1082.092A_1
  • » The RC series circuit, in DC - 1082.131
  • » Kirchhoff´s mesh and node laws - 1082.076B
  • » The step-up and step-down voltage transformer - 1082.176_4
  • » Electromagnetic phenomena and electromagnetic induction B - 1082.128B
  • » Some measuring instruments - How do you compare volume measurement scales? Part I of II - 1032.003_B_1
  • » Some measuring instruments - How do you compare volume measurements and its uncertainties using different instruments? Part II of II - 1032.003_B_2
  • » The general properties of matter - 0001.100
  • » The determination of the density of a liquid - 1042.036_1
  • » The determination of the density of a solid - 1042.036_3
  • » The physical states of water - 1052.008_A3
  • » How do you perform the separation of heterogeneous mixtures by simple filtration? Part I of V - 1212.012_1
  • » How do you list the properties of substances by electrical conductivity? - 1222.012_A_1
  • » Construction of three-dimensional organic structures. - 1302.001
  • » Inorganic chemical functions - How do acids and bases behave in relation to different indicators? Part I of II - 1252.024_1
  • » How yeast type fungi are developed in salt and sugar? - 0001.256
  • » How is the pH of different substances tested? - 0003.019
  • » How does catalase operate within plant cells? - 0003.015
  • » Is it possible to observe the action of enzymes? - 0003.017
  • » What are the structures of flowers like? - 0001.180
  • » How do you use a scalpel? - 1998.302
  • » How do you identify the types of soil? - 0001.050
  • » The sine in the trigonometric circle - 1072.006_B
  • » The cosine in trigonometric circle - 1072.006_C
  • » The tangent in the trigonometric circle - 1072.006_D
  • » What are the characteristics of the quadratic function? - 1400.102
  • » What are the characteristics of the affine function graph? - Positive slope - 1400.000
  • » What are the characteristics of the affine function graph? - negative slope - 1400.000A
  • » The degree, the radian, the grade, the quadrants and their conversions - 1072.006_A
  • » The fundamental relation of trigonometry in the trigonometric circle - 1072.006_E
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