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mary wants to make a line graph to show how the temperature outside changed during the course of one day she measured
sketch the given region r and then find its areaa r is the region bounded by the lines y x y -x and x 1b r is the
sketch the graph of the function identify and label all extrema inflection points intercepts and asymptotes show the
sketch the graph of the function indicating all critical points and inflection points apply the second derivative test
let f be a function such that fxlt1 and f xlt0 for all xa suppose that fb0 and altbb determine whether gx 1 fx-1 is
1 solve the equationnbspnbspnbspnbspnbspnbsp 2x - 2 9 - 31 - 4x2 solve the equationnbspnbspnbspnbsp xx - 6 7use
complete each ordered pair so that it satisfies the given equation1 y 2 x 5 8 -1 -1graph each equation plot at
1 consider fx radic x nbspnbsp find all values c in the interval 01 such that the slope of the tangent line to the
find the equation for each of the following items belowa a line that passes through 62 and has a slope of 2b a line
problem 1 solving a system by graphingsolve each system by graphingy - 23x2x 3y 5problem 2solving by
in three sentences or less describe how we evaluate a functiona brief definition of a straight line graph is a linear
your group will develop four different population scenarios for a town as a group you will decide on the name of the
solve each system of equations by graphing1 yx-4 and y -2x22 y2x-3 and y-x-63 y3x-2 and y12x54 y13x1 and y-2x85 xy-3
problems1 the monthly principal and interest payments for a mortgage from 1999 to 2004 use this information to predict
1 state the domain of the following and provide a brief explanation for your answera fx radicx 4b gx 2x 1 x - 7c
a define the function f rnbsp rarr r by fx x2 - 6briefly explain why f is not a 1-1 one-to-one functionb is the
1 if line l goes through 13 and is parallel to the line through 43 and -31 find the slope of l2 how do i write the
1 calculate the value of the function at the designated input and explain the result cx 4550x where cx is the cost of
exercise 111 world population a low-projection scenario ofnbsp world population for the years 1995-2150 by the united
trees can be used for many applications in computer science one of these applications is decision-making which is often
central limit theorem exercisewrite a computer program or excel spreadsheet thata takes a given distribution function
rates of change apply to many different situations not just distance-time or motion while we have not discussed these
1 write the equation in slope-intercept formy 2 -6x - 12 graph each inequalityy ge x-6x ge -63 use the given equation
1 how can the graph of fx -x -1 2 be obtained from the graph of y x2a shift it horizontally 1 units to the right
when a ball is thrown up into the air it makes the shape of a parabola the equation s -10t2 vt k gives the height of