dy 5t vi (In(t) + 1) Vi dt

Q: How did u get v(x)=14.4? My calculator say its -361.4625?

A: The variance is never negative and it cannot be -361.4625. From previous parts the marginal…

Q: 3- Find the domain and ranges for V1/(1 – x3)

A: The given function is 11-x3  To find the domain and range of 11-x3

Q: S(1-* 2 dx 2x 3.

A: Integration is summation of discrete data. The integral is calculated for the functions to find…

Q: 10 Describe a first step in integrating dx. x² -4x-9

A: This problem is related to the integration. By looking into this problem we can see first of all we…

Q: 2 / x + x ^ 3) ^ 16 any constant term?

A: We use binomial expansion.

Q: Suppose that f(x) = (x - 4)*.

A: At the point of inflection, f''(x)=0.

Q: 2. Suppose that f(x) = ((.x² + x·5).5 +.r.5).5 when x ≥ 0. Find df(x)/dx. •5 (@ï¥2³ )² +x²)+…

A: The answer is given in step 2

Q: f an object’s position, in yards, after t minutes, is given by s(t)= 850-80t-2t^2+3t^3, find the…

A: The expression for the acceleration is:

Q: In(-3 +3/3j)

A:

Q: A student added 3/4 and 1/2 and obtained 4/6 as an answer. How would you use estimation to show the…

A: Now, the student added 34with 12 to obtain 46 as the answer. We know that, 34+12=1×3+2×14=3+24=54…

Q: The exponential form of z=(3/2)√2+(3/2)√2i is?

A:

Q: for （a）, I think it should be 3/5

A: Given that, McDonald's Happy Meals are child-sized burger meals that come with a toy. Assume that…

Q: How did you get the 100/12 value? Can you show the full work for that

A:

Q: The exponential form of z=(−3/2)√3−(3/2)i is?

A:

Q: Suppose that f(x) = 3(8x- x-)/256 for 06) %3D

A:

Q: Evaluate √12 to four decimal places by Newton-Raphson method

A: To use the Newton-Raphson method to evaluate 12, we start with an initial guess, say x = 3. Then we…

Q: (4) square root of 3/4

A:

Q: 11/4 x 2 2/5 ÷ (11/4 + 21/12) =

A: The given expression,       114×225÷114+2112

Q: (1/x − 5) + (1/x + 2) = 9/8

A: Given problems is

Q: How close to - 1 do we have to take x so that 1/(x+1)^2>400 ANSWER AS FRACTION

A:

Q: (3/5 +1/5)x(2/4-1/4)=N

A: We want to find the value of N

Q: (1/64)3n x 8 =26

A: Formula:

Q: 4(1/2x-1/4=2(2x+1/2)

A:

Q: If 1/6 of x - 7/2 of 3/7 equals - 7/4, then the value of x isA -1.5B 3C -2.5D 6

A:

Q: need some help solving 5/3 = (x+4)/x

A: This is just multiplication, addition and subtraction of polynomial.

Q: so, CfOr) = ?

A:

Q: If n increases without end, 1/n becomes closer and closer to （ ） Does this make sense? If so, please…

A: For some negative n, when it is increased n value reaches to 0, for which the value of 1n reaches to…

Q: Find the root of x+÷=3(x ±0) %3D

A: The roots of any quadratic equation ax2+bx+c=0. are :      x=-b±b2-4ac2a

Q: The product of 3/4 and 12 is more than 12. T/F

A: The product of 34 and 12 is more than 12. We have to determine whether the statement is true or…

Q: Exp (tr/0.32) MT BF due to tr : (9.6X1018 )x 250x106 x1 fose T 0.3ns - TrE 14:99 N 151(D-flip flop…

A: the first step is MTBF=exptr/0.37n9.6×10-18×250×106×1 given tr=14.99≈15n substitute the values…

Q: how did you find the z of 1.65?  can this be redone with 3 decimal points? the endpoints are…

A:

Q: where did the 3/2 towards the end come from?

A:

Q: Calculate the main value for  ln(−3 + 3√3j)

A:

Q: Mutiply : 3(9/20) x 2(1/12) = ? 17 x 1(3/34)=? 1(11/24) x 16 =  10/39 x 2(3/5)=?

A: We can do these multiplications as below

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.