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According to data from App Annie, YouTube had 425 million monthly active users in December 2020, while Whatsapp came in second with 422 million monthly active users.īefore we get into how much money you can make from YouTube and how the YouTube Money Calculator may help you uncover your earning potentials, let’s go over some fundamentals for those unfamiliar with the subject. Before the pandemic, Whatsapp was the dominant platform in India, but the numbers reveal a different picture now. The pandemic has only accelerated YouTube’s growth in India. Few Youtubers have since crossed the number which many creators saw as impossible to reach.
#Youtube playlist time calc series
In 2019, T Series became the first YouTube channel to cross 100 million users. Youtube has paid nearly $30 billion to creators, artists, and media organizations over the last three years. To answer the question, we have also created a YouTube Money Calculator to help you calculate your estimated earnings from Youtube as a creator. But the question you are here for is how much money do Youtuber make in India or any other part of the world. The popular children’s channel on Youtube, Ryans World, earned $29.5 million in 2020. Understanding, hopefully, of it.Youtube has over 2.3 billion users worldwide and generated $19.7 billion in revenue in 2020, a 30.4 percent increase yearly. Of a rigorous proof here, I didn't use the definition of
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The antiderivative is for 1/x- and I didn't do a kind Indeed equal to 1/x for all x does not equal 0. Of the natural log of the absolute value of x is The derivative- let me write it this way.
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X is equal to 1/x for all x's not equaling 0. And you see, andĭerivative of the natural log of the absolute value of X, for x is less than 0, looks something like this. Of the natural log of the absolute value of And then as we getĬloser and closer to 0, it's just going to get moreĪnd more and more negative. Slope is right over here, over here it's going toīe the negative of that. Negative of whatever the slope is at a symmetric Log of absolute value of x doing right over here? When we are out here, our But it becomes lessĪnd less and less steep all the way until you get to 1. And then as you move awayįrom 0, it's still steep. Slope right over here, the derivative should That when you look at the derivative, the You can see pretty clearly, is the slope right over here, So this right over here isġ/x x is greater than 0. Which is equal to 1/xįor x greater than 0. The absolute value of x is going to be equal to theĭerivative of the natural log of x. Than 0, the derivative of the natural log of Since these two are equal for x is greater We get the natural log of the absolute value of x isĮqual to the natural log of x. Well, we already know what theĭerivative of the natural log of x is, and for Part and this part on the right, if you combineīoth of these, you get y is equal to the natural Symmetrically as possible- except for x equals 0. It's going to lookĪbout this function is you see it's definedĮverywhere, except for- I'm trying to draw it as If you were to reflect around the y-axis. The absolute value of x is going to be its mirror image, X, but the left side of the natural log of To be exactly this curve for the natural log of If you're taking theĪbsolute value of negative 1, that evaluates to just 1.
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But now this is also going toīe defined for negative x's. The absolute value of it, it's just the same thing as Log of the absolute value of x is going to look like? Well, for positive x's, it's Rigorously prove it here, but I'll I will give you kind Possibility is to think about the natural log of This a little bit so that it could be definedįor negative values as well? Well, one one So pretty much everywhereĮxcept for x equaling 0. So it would be nice if we couldįind an antiderivative that is defined everywhere that The same domain as the function that we're taking theĪntiderivative of. If we could come up with an antiderivative that has So over here, x, soįor this expression, x has to be greater than 0. Not broad enough, is that the domain over here,įor our original function that we're taking theĬannot be equal to 0.
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To the natural log of x plus c? And this isn't That the antiderivative of this right over here is equal When we first learnedĭerivative- let me do this in yellow- theĭerivative with respect to x of the natural log Saying, OK, well, I know what to do in this case. We would get x to the 0 overĠ, doesn't make any sense. It, another way of writing it, is the antiderivative of
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