Suppose X₁, X2, ···, , Xn are independent exponential (A) variables. Show that Xn Y = min{X₁, X2, ..., Xn} is exponential(nλ).

Q: sketch thr graph of y=4*x3 on a log-log plot. Label two points

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Q: S(x) = log, (4x + 11. Find /"(2).

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Q: 6. Determine the equation for the following exponential function in the form of f(x)=ab* + c. Show…

A: Given problem:-

Q: Find the exponential function of the form fx) =ab* for which -3) = 7and f(O) =2.

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Q: If log3 (5) = 3y, log; m² = 6 and 2 log; (4) = 4x then what expression (in terms of x and y) is log3…

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Q: Differentiate  log(secx+tanx

A: To differentiate the function

Q: Which function produces an exponential graph through (0, 1) and (1, e)?

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Q: 3 Find the exponential equation whose graph passes through the points (-2, 16 y = -) and (3,192)

A: We have to find the exponential equation of graph.

Q: We will define the basic exponential function as having an initial value, b, and a base, a, such…

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Q: 2. Which of the following is an exponential function? m(x)=6x² h(x)= 4 X-3 3r g(x)-(3) f(x)=(-5)*-1

A: Given options are m( x ) = 6x7h( x ) = 4x - 3g( x ) = (12)3x f( x ) = ( -5 )x-1

Q: Expand ln 3√y3z2/x4 as a sum, difference and/ or the consent multiple of logarithms.

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