Pregunta
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If California were a separate nation, its economy would rank where among nations of the world?
a. Fifth
b. Second
c. Sixth
d. Third

Ask by Coleman Pollard. in the United States
Mar 20,2025

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California’s economy would rank fifth among the nations of the world.

Solución

To determine the ranking of California’s economy among the nations of the world, we can look at its GDP (Gross Domestic Product) compared to other countries.
As of recent data, California’s economy is often cited to be one of the largest in the world, frequently ranking around the fifth largest if it were a separate nation.
Therefore, the correct answer is:
a. Fifth

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Bonus Knowledge

If California were a separate nation, its economy would rank fifth among nations of the world, following the United States, China, Japan, and Germany. This showcases California’s immense economic power, heavily supported by industries such as technology, entertainment, agriculture, and tourism, making it a vital player on the global stage.
The Golden State is home to Silicon Valley, where a majority of the world’s tech innovation occurs, yielding major economic benefits. Additionally, California produces over a third of the U.S. vegetables and two-thirds of its fruits and nuts, positioning it as an agricultural giant that impacts food supplies internationally.

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Question 1 / Vraag 1 (14) Income Tax: Rates of Tax for Individuals / Inkomstebelasting: Belastingkoerse vir individue Search on the internet (SARS website) for the rates of tax for individuals, for the 2026 tax year (1 March 2025-28 February 2026). This information can be used to write income tax (T) as a function of taxable income (x). Use this information to create a piecewise defined function T, using one independent variable x, to model the rates of tax for individuals. / Gaan soek op die internet (SARS/SAID webtuiste) vir die belastingkoerse vir individue, vir die 2026 belastingjaar (1 Maart 2025 28 Februarie 2026). Hierdie inligting kan gebruik word om inkomstebelasting ( T ) as ' n funksie van die belasbare inkomste ( x ) te skryf. Gebruik hierdie inligting om 'n stuksgewys gedefinieerde funksie T te ontwikkel, deur een onafhanklike veranderlike x te gebruik, om die belastingkoerse vir individue te modelleer. Question 2 / Vraag 2 (10) The supply function for a commodity takes the form qs(p)=ap2+bp+c, for some constants a,b,c. When p=1, the quantity supplied is 5 ; when p=2, the quantity supplied is 12 ; when p=3, the quantity supplied is 23 . Use matrix reduction (Gaussian elimination) to determine the constants a,b,c. Give the supply funcrtion. / Die aanbodfunksie vir ' n produk het die vorm qs(p)=ap2+bp+c, vir die konstantes a,b,c. As p=1, is die hoeveelheid wat verskaf is 5 ; wanneer p=2, is die hoeveelheid wat verskaf is 12 ; wanneer p=3, is die hoeveelheid wat verskaf is 23. Gebruik matriksreduksie (Gauss-eliminasie) en bepaal die konstantes a,b,c. Skryf die aanbodfunksie neer.
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