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{2}-0 } {/eq} {eq}Rightarrow displaystyle m = dfrac{ dy}{ dx}=dfrac{1}{sqrt{3}} {/eq} Therefore the slope of the tangent line to the curve {eq}displaystyle r= 2cos 3theta {/eq} at.

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Simplifying {eq}frac{1}{x^{2}-x}+frac{1}{x^{2}+x} {/eq} gives {eq}frac{2}{x^{2}-1} {/eq}. Simplification of this expression will involve adding the rational expression {eq}frac{1}{x^{2}-x} {/eq}.

1.5 billion in numbers is 1,500,000,000. Think of this as 1 billion plus 500 million. A billion is followed by nine 0’s, and a million is followed by. See full answer below.

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infty} left ( dfrac{-1}{2} right )^n =2 sum_{n=0}^{infty} left ( dfrac{-1}{2} right )^n – 2 = dfrac{4}{3} -2 = -dfrac{2}{3} text{ is the answer to the question. } {/eq} {eq}text{ Use the.

int u^{-3}du\ = -frac{1}{2}u^{-2} + C\ = frac{-1}{2u^2} + C {/eq} Now that we have evaluated the integral, we need to replace {eq}u {/eq} with a function of {eq}x {/eq} to get our final answer:

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a_{n+1}=f(a_{n}){/eq}. We first use the recurrence relation {eq}a_{n+1}=5a_n-1 {/eq} to write the first five terms. {eq}begin{align*} a_1&=4 \ a_2& =5a_1-1 = 5cdot. See full answer below.

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Prentice Hall Algebra Teaching Resources. You Searched For:. Prentice Hall Algebra 1 All-in-One Teaching Resources Chapter 10 Radical Expressions and Equations. (Paperback) Published by Prentice Hall (2010) ISBN 10: 0133689131 ISBN 13: 9780133689136. Used. Softcover.

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A lot of people like using the formula, which is the x 1, y 1, x 2, y 2 formula. If you do it this way, you’ll get the exact same answer. You plug in numbers y 2 minus y 1 over x 2 minus x 1 (y 2.

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1) {/eq} and {eq}(4, -3, 3) {/eq} intersect the plane {eq}x + y + z = 6 {/eq}? Our first step is to identify a parametric representation of the equation of the line passing through the given points.

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S is the part of the cone {eq}z=sqrt{x^2+y^2} {/eq} beneath the plane z = 1 with downward orientation. If F is a continuous vector field defined on an oriented surface S given by a vector function.

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