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Principales Tendencias del Mercado de Energía
1) El documento presenta las principales tendencias del mercado energético mundial y regional, incluyendo el cambio climático, el aumento de la demanda de energía y la importancia creciente de las energías renovables.
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Este documento presenta información sobre la carrera de Ingeniería de Sistemas en la Extensión Porlamar del Instituto Universitario Politécnico "Santiago Mariño". El resumen fue realizado por Frank Estaba con cédula 24597548 y cubre temas como apoyo a ejecutivos, estrategias, toma de decisiones y componentes.
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This document discusses calculating the area of geometric shapes. It contains 5 slides that explain how to find the area of different figures, followed by a correction section that likely provides the answers. The goal is to teach students how to compute areas for geometric shapes.
Recommended
Principales Tendencias del Mercado de Energía
1) El documento presenta las principales tendencias del mercado energético mundial y regional, incluyendo el cambio climático, el aumento de la demanda de energía y la importancia creciente de las energías renovables.
2) Describe el contexto energético de países como Brasil, Chile, Colombia y Ecuador, resaltando sus recursos y políticas energéticas.
3) Examina la situación energética de Perú, incluyendo sus recursos renovables y de gas natural, así como los desafíos en el sector eléctrico y de hidrocar
sistema de informacion mapa mental
Este documento presenta información sobre la carrera de Ingeniería de Sistemas en la Extensión Porlamar del Instituto Universitario Politécnico "Santiago Mariño". El resumen fue realizado por Frank Estaba con cédula 24597548 y cubre temas como apoyo a ejecutivos, estrategias, toma de decisiones y componentes.
6-Cm31 15-16
This document discusses calculating the area of geometric shapes. It contains 5 slides that explain how to find the area of different figures, followed by a correction section that likely provides the answers. The goal is to teach students how to compute areas for geometric shapes.
6-Cm30 15-16
This document provides instructions to calculate the area of different figures shown across 5 slides. It includes the area calculations for: a rectangle that is 9mm by 3mm, yielding an area of 27mm^2; a square that is 8dm by 8dm, yielding an area of 64dm^2; a triangle that is 5m by 12m by 5m by 6m, yielding an area of 30m^2; a rectangle that is 7cm by 6cm, yielding an area of 42cm^2; and a square that is 6dam by 6dam, yielding an area of 18dam^2.
6-Cm29 15-16
This document provides the area in cm^2 of 5 different figures shown on slides. The first figure has an area of 8cm^2, the second 3cm^2, the third 15cm^2, the fourth 3.5cm^2, and the fifth 4cm^2. The document tests calculating the area of different shapes and provides the correct areas.
5-Cm 34 15-16 pourcentage
The document provides instructions and examples for calculating percentages of prices. It lists 5 examples of calculating percentages for different prices, such as 50% of 101€, 25% of 36€, 30% of 40€, 10% of 65€, and 20% of 500€. For each example, it shows the calculation to find the percentage of the price. The calculations are then checked in the correction section.
5-Cm 33 15-16 pourcentage
This document provides examples of calculating percentages of various prices. It lists the price, percentage and calculation for 5 examples: 50% of 144€, 25% of 28€, 30% of 200€, 10% of 32.50€, and 20% of 800€. The calculations are shown step-by-step using division and multiplication. The correct answers are provided.
6-Cm27 15-16
This document is about comparing areas and contains 5 slides: the first slide introduces the topic of comparing areas, the second and third slides show different shapes with areas to compare, the fourth slide has questions about the comparisons, and the fifth slide reviews the answers and comparisons made in the previous slides.
6-Cm26 15-16
This document is about comparing areas and contains 5 slides: the first slide introduces the topic of comparing areas, the second and third slides show different shapes with areas to compare, the fourth slide has exercises comparing areas, and the fifth slide ends the document. The document also has a correction section that repeats the 5 slides.
5-Cm 32 15-16 pourcentage
The document provides instructions and examples for calculating percentages of prices. It lists 5 examples of calculating percentages for different prices: 50% of 110€, 25% of 16€, 30% of 300€, 10% of 35€, and 20% of 200€. For each example, it shows the calculation and solution. The document is intended to teach how to calculate percentages of monetary values.
5-Cm 31 15-16 pourcentage
The document provides instructions to calculate percentages of given prices on 5 slides. It lists the prices and percentages to calculate for each slide, then shows the calculations and solutions. The percentages listed are 50% of 90€, 25% of 40€, 30% of 100€, 10% of 30€, and 20% of 300€. The calculations use division to find the percentages by dividing the given price by 100 and multiplying the result by the percentage value.
4-Cm29 15-16
This document contains a math worksheet with 5 problems on calculating proportions. The first problem asks to calculate two thirds of 60, which is 40. The second asks to calculate 5% of 80, which is 4. The third asks to identify the percentage that 10 is of 25, which is 40%. The fourth asks to calculate 3/5 as a fraction of 18, which is 30. The fifth asks to calculate 3/15 as a fraction of 35, which is 7.
4-Cm28 15-16
This document contains a math worksheet with 5 word problems on calculating proportions. The first problem asks to calculate two thirds of 90. The second asks to calculate 5% of 70. The third asks to complete the proportion 9/25 = x/100. The fourth asks to complete the proportion 3/21 = x/7. And the fifth asks to complete the proportion 20/5 = x/7. The answers are provided in the correction section.
4-Cm27 15-16
The document contains instructions for calculating percentages and proportions of numbers. It asks the reader to calculate three quarters of 100, 5% of 60, 28% of 25, 21% of 49, and provides the answers in a correction section at the end.
4-Cm26 15-16
The document contains instructions for solving 5 math word problems: calculating three quarters of 20, 5% of 40, percentages equal to 3/25, 5/10 of 12, and 20/4*3. The solutions provided are: three quarters of 20 is 15, 5% of 40 is 2, 3/25 is 12%, 5/10 of 12 is 24, and 20/4*3 is 15.
6-Cm24 15-16
This document contains a series of word problems asking the reader to calculate fractions of durations of time. For each problem, it provides the number to divide the duration by and the full duration, then shows the step-by-step work and solution to find the fraction of the duration. It demonstrates calculating fractions of minutes, seconds, hours to show how to solve these types of time calculation word problems.
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6-Cm30 15-16
This document provides instructions to calculate the area of different figures shown across 5 slides. It includes the area calculations for: a rectangle that is 9mm by 3mm, yielding an area of 27mm^2; a square that is 8dm by 8dm, yielding an area of 64dm^2; a triangle that is 5m by 12m by 5m by 6m, yielding an area of 30m^2; a rectangle that is 7cm by 6cm, yielding an area of 42cm^2; and a square that is 6dam by 6dam, yielding an area of 18dam^2.
6-Cm29 15-16
This document provides the area in cm^2 of 5 different figures shown on slides. The first figure has an area of 8cm^2, the second 3cm^2, the third 15cm^2, the fourth 3.5cm^2, and the fifth 4cm^2. The document tests calculating the area of different shapes and provides the correct areas.
5-Cm 34 15-16 pourcentage
The document provides instructions and examples for calculating percentages of prices. It lists 5 examples of calculating percentages for different prices, such as 50% of 101€, 25% of 36€, 30% of 40€, 10% of 65€, and 20% of 500€. For each example, it shows the calculation to find the percentage of the price. The calculations are then checked in the correction section.
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This document provides examples of calculating percentages of various prices. It lists the price, percentage and calculation for 5 examples: 50% of 144€, 25% of 28€, 30% of 200€, 10% of 32.50€, and 20% of 800€. The calculations are shown step-by-step using division and multiplication. The correct answers are provided.
6-Cm27 15-16
This document is about comparing areas and contains 5 slides: the first slide introduces the topic of comparing areas, the second and third slides show different shapes with areas to compare, the fourth slide has questions about the comparisons, and the fifth slide reviews the answers and comparisons made in the previous slides.
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This document is about comparing areas and contains 5 slides: the first slide introduces the topic of comparing areas, the second and third slides show different shapes with areas to compare, the fourth slide has exercises comparing areas, and the fifth slide ends the document. The document also has a correction section that repeats the 5 slides.
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The document provides instructions and examples for calculating percentages of prices. It lists 5 examples of calculating percentages for different prices: 50% of 110€, 25% of 16€, 30% of 300€, 10% of 35€, and 20% of 200€. For each example, it shows the calculation and solution. The document is intended to teach how to calculate percentages of monetary values.
5-Cm 31 15-16 pourcentage
The document provides instructions to calculate percentages of given prices on 5 slides. It lists the prices and percentages to calculate for each slide, then shows the calculations and solutions. The percentages listed are 50% of 90€, 25% of 40€, 30% of 100€, 10% of 30€, and 20% of 300€. The calculations use division to find the percentages by dividing the given price by 100 and multiplying the result by the percentage value.
4-Cm29 15-16
This document contains a math worksheet with 5 problems on calculating proportions. The first problem asks to calculate two thirds of 60, which is 40. The second asks to calculate 5% of 80, which is 4. The third asks to identify the percentage that 10 is of 25, which is 40%. The fourth asks to calculate 3/5 as a fraction of 18, which is 30. The fifth asks to calculate 3/15 as a fraction of 35, which is 7.
4-Cm28 15-16
This document contains a math worksheet with 5 word problems on calculating proportions. The first problem asks to calculate two thirds of 90. The second asks to calculate 5% of 70. The third asks to complete the proportion 9/25 = x/100. The fourth asks to complete the proportion 3/21 = x/7. And the fifth asks to complete the proportion 20/5 = x/7. The answers are provided in the correction section.
4-Cm27 15-16
The document contains instructions for calculating percentages and proportions of numbers. It asks the reader to calculate three quarters of 100, 5% of 60, 28% of 25, 21% of 49, and provides the answers in a correction section at the end.
4-Cm26 15-16
The document contains instructions for solving 5 math word problems: calculating three quarters of 20, 5% of 40, percentages equal to 3/25, 5/10 of 12, and 20/4*3. The solutions provided are: three quarters of 20 is 15, 5% of 40 is 2, 3/25 is 12%, 5/10 of 12 is 24, and 20/4*3 is 15.
6-Cm24 15-16
This document contains a series of word problems asking the reader to calculate fractions of durations of time. For each problem, it provides the number to divide the duration by and the full duration, then shows the step-by-step work and solution to find the fraction of the duration. It demonstrates calculating fractions of minutes, seconds, hours to show how to solve these types of time calculation word problems.
More from mjollymathome (20)
5-Cm2 14-15
- 1. Calcul mental N°2 “Tables de multiplication”
- 2. DDiiaappoossiittiivvee 11 3 x 9
- 4. DDiiaappoossiittiivvee 22 6 x 7
- 6. DDiiaappoossiittiivvee 33 9 x 9
- 8. DDiiaappoossiittiivvee 44 6 x 8
- 10. DDiiaappoossiittiivvee 55 4 x 7
- 12. FIN
- 13. CORRECTION
- 14. DDiiaappoossiittiivvee 11 3 x 9 =27
- 15. DDiiaappoossiittiivvee 22 6 x 7 = 42
- 16. DDiiaappoossiittiivvee 33 9 x 9 = 81
- 17. DDiiaappoossiittiivvee 44 6 x 8 = 48
- 18. DDiiaappoossiittiivvee 55 4 x 7 = 28