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3 years ago

Ano ang pinagkaiba ng gni sa gdp

2 answers:

6 0

GNI and GDP differ because GDP is the total market value of all goods and services produced domestically in a particular year or quarter, while GNI is an increase in GDP itself

<h2>Further explanation </h2>

There are several calculations to measure the total production of a country, namely Gross Domestic Product, Gross National Product and Gross National Income, where GNI is an increase in GDP.

Gross Domestic Product or GDP is the total market value of all goods and services produced domestically in a particular year or quarter. GDP includes the income that foreigners generate while in the country. GDP does not include the income of residents who are abroad.

Gross National Income or GNI is GDP plus income paid to other countries by countries for things like interest and dividends.

Gross National Product or GNP is the total market value of all goods and services produced by domestic residents. GNP includes domestic income from goods and services produced and sold abroad and foreign investment. GNP does not include the income of foreign nationals while in the country. GDP and GNI refer to economic income within national borders while GNP refers to economic output by the country's population.

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GDP, GNP, and GNI brainly.com/question/1086262, brainly.com/question/13225398, brainly.com/question/853464

Details

Class: High School

Subject: Social studies

Keyword: Difference between GDP, GNP, and GNI.

Alika [10]3 years ago

4 0

Thank you for posting your question here at brainly. I hope the answer will help you. Feel free to ask more questions here.

Gross National Product (GNP) – sumusukat sa halaga ng mga produkto at serbisyo na nagawa ng mga mamamayan ng bansa (Gawa Ng Pinoy sa loob at labas ng bansa)

Gross Domestic Product (GDP) – tumutukoy sa halaga ng produkto at serbisyo na ginawa sa loob ng bansa kasama ang produksyon ng mga dayuhan <span>(Gawa Dito sa Pilipinas)</span>

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Consider that the capacitor is initially not charged and the voltage of the battery is 3.00 V. The switch is closed at ????????

EastWind [94]

Your question has some difficulties in symbols and variables to read. That's why I am re-writing (re-arranged) the Question's statement again which is:

Question:

For the R-C circuit shown in figure 1 on page 3, R= 100 ohms and C=1.00F.

A)What is the time constant of the R-C circuit?

B) consider that the capacitor is initially not charged and the voltage of the battery is 3.00 V. The switch is closed at t=0. Using the appropriate formulas, write down the voltage Vc(t) on the capacitor and the current I(t) in the circuit.

C) consider that the capacitor is initially fully charged to 3.00 V. The switch is open at t=0. Using the appropriate formulas, write down the voltage Vc(t) on the capacitor and current I(t) in the circuit.

Your Question is missing the figure as well, which is attached below, please find it in the attached file.

Answer:

Part.A

100 seconds

Part.B

Vc(t)=0V

I(t)=30mA

Part.C

Vc(t)=3.0V

I(t)=0A

Explanation:

<u>Given Data:</u>

Resistance=R=100 ohms

Capacitance=C=100F

<u>Part.A: Time constant=T=?</u>

<u>Time constant:</u>

Time required to charge the capacitor upto 63.23% of the applied voltage is called a Time constant.

As we know that time constant for the RC (circuit having only resistor and capacitor) is equal to product of resistance and capacitance

$T=R*C$

so $T=100*1$

$T=100seconds$

<u>Part.B: Vc(t) and I(t)=? If switch is closed</u>

<u>Given Data:</u>

Voltage of the battery=Vs=3.0V

Capacitor is not charged initially and switch is closed at t=0 means that the circuit will become short (because capacitor is charging) in which current I(t) exist and voltage Vc(t) is zero.

<u>Short circuit: </u>

The circuit in which current is maximum and voltage is zero.

Thus voltage on the capacitor is Vc(t)=0V

Now we can find I(t) as follow:

Thus, Applying Kirchoff's Law (sum of all voltages is zero) on the circuit in the figure attached below, we get

$V_{s}-V_{R}-V_{c}(t) =0$

putting values, we get

$3.0-I(t)*R-0=0$

$I(t)*100=3$

$I(t)=\frac{3}{100}$

Current in the circuit is $I(t)=0.03A\ OR\ 30mA$

<u>Part.c: Vc(t) and I(t)=? if switch is opened</u>

If switch is opened and capacitor is fully charged then the capacitor will act as a battery and will supply will voltage as it has stored the charge. The switch is open it means the circuit is open.

So current I(t) in the circuit is zero=0A

and voltage Vc(t) exist which can be found as:

Applying Kirchoff's law, we get

$V_{s} -V_{c}(t)=0 \\V_{R}\ does\ not\ exist\ because\ current\ in\ the\ circuit\ or\ through\ resistor\ is\ zero$

$V_{s}=V_{c}(t)$

<u>thus voltage on the capacitor is </u> $V_{c}(t)=3.0V$

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3 years ago