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Q: Suppose the interval ​[4​,6​] is partitioned into n=4 subintervals. What is the subinterval length…

A: Given, interval [4​,6​] n=4

Q: se cond derivaihve frs 24 (X+3) ³ funcfioN fo= X_2x-3 メ+3 use secend derivactive to idenhify…

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Q: A continous funtion on a close interval must have absolutr extreme True or false

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Q: 3d) Determine the where Intervals flx) = /x+4 is concave क क्पाप्पपमा up

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Q: 10i Defermin Hhe radins of convereonce of the folloming sevies. Then test the endpints to de fermime…

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Q: Find the exact location of all the relative and absolute exctrema of the ftunctio to largest x.)…

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Q: Suppose the interval [4​,6​]is partitioned into n=4 subintervals. What is the subinterval length…

A: Given interval = [4,6] So, a=4 and b=6 Given n=4 So subinterval length is:

Q: The function f(x) = e* is called the ---Select--- ♥ jexponential function. The nu (Round yö %3D…

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Q: Find the largest open intervals where the function is concave upward. f(x) = x 3-3x2 - 4x + 5 O None…

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Q: 05. What is the positive interval for y =l-3x - 6| + 2? A. (-∞, –2) B. (-2, +∞) C. (-∞, +∞) D.…

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Q: What are the intervals for which the following is continous? g(x) = esqrt(x) / x

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Q: IF Function F is bounded on [a,6], does F has as abs ,max and abs. min not ? or

A: We have a example such that that is bounded but not attains either absolute maximum or minimum.

Q: 3. Given the Function, %3D is Foo increasing decreasing or both increasing and decreasing on the…

A: A function is decreasing in a given interval if the first derivative of the function is negative in…

Q: find the lap Las Traus fur of 2ス K

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Q: an be divided into two intervals (-∞, 1) an ne two intervals. rst consider the interval (-∞, 1). Let…

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Q: Describe the positions of the blocks in this extreme case and determine the function d(n). What is…

A: Given that all the blocks are identical. Also we know that the center of gravity of each block is at…

Q: a) Evaluate x dx dy

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Q: What curves pass through the point (1,5/6) and have an arc length on the interval [1, 2] given by…

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Q: Solve the inequality, graph the solution set onanumber line that is provided,then pvt your ancwer in…

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Q: Determine if it s continuous at a giren interval. at C-1,1] %3D

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Q: Let 4=fcx)=3x"+4x' De termine the toltuing: a) Find au points of infiection luse concavity test and…

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Q: Verify that the function satisfies the three hypotheses of Rolle's Theorem on the given interval.…

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Q: A = [a,b), be an (right half-open) interval of R. 6 (c) (d) a,be R+,b+00, Explain whether f(A) is…

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Q: Construct three different graphs which lie on interval (-8,8), choose three different intervs and…

A: To construct: 3 different graphs lies in the interval -8, 8 such that they are continuous.

Q: What determines when to use Z interval and T interval

A: z- interval:-   the sample size is  greater then or equal to 30 and the standard deviation is known…

Q: Suppose the interval ​[−3​,−1​] is partitioned into n=4 subintervals. What is the subinterval…

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Q: 3 tion of 129.9 cm. Use the given stand= ify the limits separating values that are

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Q: Determine if g(x) is continuous on the following interval. Show you complete solution clearly.

A: Given  g(x)=x2+1if x<-12if x=-16-xif x>-1

Q: Does the Function vatisty the hypotheses or the Mean Value Theorem on the Cliven interval? -yes…

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Q: Using Simpson's method x²dx for n=4 is equal to Blank 1 (use 2 decimal places with proper rounding…

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Q: -3 Vennty that A 3. 2. Varities Caley tHownilton theorem

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Q: A open interval is homeomorphic to either a closed interval or a half open interval.ture or false?

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Q: Pr ove that the set of all open intervals with rational end points is a base for the usual topo log…

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Q: 2,- Show Continuous at x =0 me the follewing functron rot fex) = Ix/ or he

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Q: Determine the intersection XN Y. Express the answ er in interval notation. X= {x |x2-2} and Y= {x|x<…

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Q: lo find apauer Seves forthe functen,centored at C and determine the interval of caNvecyanee

A: We are answering only the first question as per our honor code. The function f(x)=72x-5, We have to…

Q: Find the intervals of concavity and the inflection points of  y = exsin x,  −π ≤ x ≤ π

A: When f''&lt;0 then function cancave down When f''&gt;0 then function cancave up

Q: The theorem is attached. Thank you.

A: We prove above theorem by using given result.

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Q: 1. Using the Desmos App, construct three different graphs which lie on interval (-8,8) 2. Choose…

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Q: A swimmer dives into a pool and swims to the other side. Can you use the IVT (with the interval…

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Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.