# finite!!!

512 results

**math**

If A is a finite set and B is a proper subset of A, prove that |B| < |A|. Hint: B is finite. What is the union of the disjoint sets B and A - B? Note: |A| = size of A

**Dr.Bob**

Please explain your convaluted answer? There is a finite answer. If you care to not give the finite querys answer,Don't reply

**math**

Prove that the union of two finite sets is finite. Hint: A U B = (A - B) U (B - A) U (A ∩ B) where U = union and ∩ = intersection

**calculus**

what is the property that distinguishes finite sets from infinite sets (give examples of each to accompany explaination). finite sets are countable. Infinite sets are not. so what would be an example of an infinite set? one that never ends? yes. 1,2,3,4,... is an infinite set...

**Calculus**

Sketch the region on paper. If it is a finite region, find its area. Round your answer to three decimal places. (If the area is not finite, enter NONE.) S = {(x,y) | x ≥ −4, 0 ≤ y ≤ e-x/2}

**Finite Math Help Please!!!**

Finite Math Help Please!!! Can someone help me ? I am confused about this Problem? Median Quartile 1 (Q1) Quartile 3 (Q3) for boxplot 9 10 11 12 13 14 15 16 17 18 19 20 Data

**math**

Define A relation S for subset of R by S=[{A,B:ACR,B is improper Subset to R,[A/B]u[B/A]is finite prove that s is an equivalent relation and the family of finite subset of R one equivalent class

**Math (polynomial functions)**

Hi there, Can someone please help me understand the relationship between the FINITE DIFFERENCE and leading coefficient in a polynomial? I need to be able to determine the leading coefficient from a finite difference.

**physics :thinking check please**

I think that: psi= A sin kx; is a solution to Schrodinger's time independent eqn for a particle confined: a) within an infinite pot well, and b) within the walls of a finite well;but psi= B exp(-kx) would only be a solution for outside the walls of a finite well. Am I close? ...

**formal language**

The class of sets accepted by two-way finite automata is the same as the class of sets accepted by one-way finite automata.

**Physics...help please!**

A body of mass m moves in the +x direction, subject only to drag force: Fx= (-1/2)(CD*rhoair*S*vx^2) With drag coefficient CD, air density rho air, cross sectional area S, and velocity component vx. At time t=0 the body is at postion x=0 and has velocity of vx=v0 where v0 is ...

**Physics...help please!**

A body of mass m moves in the +x direction, subject only to drag force: Fx= (-1/2)(CD*rhoair*S*vx^2) With drag coefficient CD, air density rho air, cross sectional area S, and velocity component vx. At time t=0 the body is at postion x=0 and has velocity of vx=v0 where v0 is ...

**calculus/finite**

I am taking an online finite math class, so I don't have an instuctor to sit down with me and help me. The text book is so hard to follow. One of the problems I have having a hard time with gives an initial tableau and asks us to use the simplex method to solve each ...

**math**

Urban Community College is planning to offer courses in Finite Math, Applied Calculus, and Computer Methods. Each section of Finite Math has 40 students and earns the college $40,000 in revenue. Each section of Applied Calculus has 40 students and earns the college $60,000, ...

**smallest algebra**

Let F be a family of subsets of a set X such that empty set is the element of F. A subset A of X belongs to F1 if and only if either A is a subset of F or complement of A is the subset of F. A subset B of X belongs to F2 if and only if B is a finite intersection of sets in F1...

**finite**

20P0=

**MATH**

I have been trying to do this problem for a couple of days but i cant seem to get the answer. Any help would be greatly appreciated. For each of the following forms determine whether the following limit type is indeterminate, always has a fixed finite value, or never has a ...

**math**

Resource allocation podunk institute of technology’s math deaprtment offers two cources: finite math and applied calculus.each section of finite math has 60 studnets, and each section of applied calculus has 50. The department is allowed to offer a total of up to 110 ...

**math,help,bobpursly**

What are some challenges for rational expressions? Also on my previous question about why are polynomials important bobpursly can you expalin it to me towards what you ment about your responce because i still do not undertand...thanks when you get a chance. Polynomials are ...

**Finite Math**

A {r,u,v,y} B {r,v,w,x} C {r,u,w,z} t and s are on the outsides. (a) (A B) Cc (b) (A B C)c

**finite math**

If n(B) = 13, n(A ∪ B) = 20, and n(A ∩ B) = 5, find n(A).

**finite math**

does 4/2x + 3 define y as a function of x?

**finite math**

Maximize z= 5x + 5y Subject to 3x + 2y < 6 -x + 2y < 4 x,y >0

**Finite Math**

True or false. [A ¿ (B ¾ C)]c = (A ¿ B)c ¿ (A ¿ C)c

**math**

What is a finite, infinite and an empty number?

**finite math**

find the x and y-intercepts of the function y=x+32

**finite math**

find the y-intercept of the function y=2x-8

**finite math**

find the equation of the line 0.3,0.4 0.4,0.3 0.1,0.2 0.3,0.1

**Finite Math**

Determine the 5th term of (2x+3y)^12

**finite math**

Suppose that E and F are two events P(E and F)=0.1 and P(E)=0.5. what is P(F/E)?

**finite math**

Suppose that E and F are two events P(E and F)=0.1 and P(E)=0.4 what is P(F/E)?

**finite math**

find he inverse of matrix A and verify A= 1 -1 2 2 -3 -5 -1 3 5

**Finite Math**

1. Find the inverse of the following matrix: [ 1 0 1 ] [ 2 -2 -1 ] [ 3 0 0 ]

**Finite Math**

Solve the matrix equation AX =B for X using A=[2-3] [1 5] B=[4 ] [2 ]

**finite mathmatics**

elimination method 5x + 6y = -75x - 3y = 146

**Algebra 3**

find the sum of each finite arithmetic series 8+9+10+...+15

**Finite Math**

True or false. P (n, r) = r! C (n, r). explain why please, thanks

**finite math**

Find the probability of P(E or F) if E and F are mutually exclusive P(E)=0.25 and P(F)=0.47

**finite mate**

find the value of the permutation 12P0

**Finite Math**

Pivot the matrix about the element 4 1 3 5 5 4 2

**Physics**

Recall that for a finite rod of length L and total charge Q, the electric field for a point located a perpendicular distance r from the middle of the rod has a magnitude given by: Consider the limit of large distances, where a finite charged rod is observed at a distance that ...

**finite math**

Solve the problem N#27,i#0.053,pmt#175,pv#?

**math**

How can find weak form to d^4u/dx^4+du/dx=f (x) By using finite element

**Finite Math**

Find the slope of a line through the points (11,-2) and the origin.

**Calculus (pleas help!)**

For what values of k is lim x -> INF coshkx/sin2x finite?

**Finite Math**

Pivot the system about the element in row 2, column 1. [3 3| –2] [–9 –4| 1]

**Finite Math**

Sinking fund which the goal of $100,000 to reach with n=22, i= 0. 03

**Calc**

Find the sum of the terms of the finite geometric sequence 1, -2, 4, -8, ...,-8192.

**college finite math**

Find the marginal average cost function: C(x)=10-e^-x

**Finite Math**

How long will it take $800 to earn $18 at 6% simple interest?

**finite math**

how do I work this problem simple intrest I=Prt P= $54 r=4% and t=9months

**finite**

Use the FV to find the indicated value fv= 11000 I= 0.04 PMT= 800 n=?

**Finite Math**

If the apartment is hot and the air conditioner is worker, then the temperature is 90%

**finite math**

solve the system of equation for all variables using a matix x-y-z=1 2x-3y+z=10 x+y-2z=0

**Finite Math**

A coin is tossed 10 times. What is the probability that at least 8 heads appear?

**Finite Math**

Let A,B be events in a sample space. you are given the following probabilities: P(A)=0.8, P(B|A)=0.3, P(B|A^c)=0.8 Find: 1) P(B) 2) P(A|B) 3) P(A^c|B^c)

**Finite Math**

P(R or S)=.64 P(R)=.38 P(S)=.52 Probability Union Rule P(R and S)=P(R)+P(S)-P(R and S) .64=.38+.52-P(R and S) .54=.9-P(R and S) At this point, how do I deal with the -P(R and S)? I know the final answer is .26, but how do I get there?

**Finite Math**

Solve the matrix equation AX =B for X using: A= [ 2 -3] B= [4 ] [ 1 5] [2 ] (theres a blank space between the 4 and the 2)

**finite**

Assume that the coin is flipped 10 times. What is the probability that both heads and tails occur?

**Math (Finite)**

If a 3]person committee is selected at random, what is the probability that Republicans make up the majority?

**Finite Math**

Consider an experiment with five possible outcomes, labeled as a,b,c,d and e. Give P(a)=P(b)=0.2, P(c)=0.25, P(d)=0.1 and let event H={a,b,c}, K={b,c,d} Find: 1) P(H|K) 2) P(H|K^c) 3) P(K|H)

**Finite Math**

Can someone please help me. I am not sure to work the following matrices. If A^4 = -3 4 -4 5 and A^5= 4 -5 5 -6 What is A? Can you show me how you got this? Thank you so much ;)

**unda geometry**

find the centroid of the area of the finite region enclosed by the curve y=x^(2)+1, when x-axis and the line, x=0 and x=3

**math 214**

Henry claims that a line segment has a finite number of points because it has two endpoints. How do you respond?

**Finite**

Assume that the coin is weighted so that Pr[H] = [ 1/11], and that it is flipped 9 times. The random variable X is defined as the number of heads in the 9 flips. What is E[X]?

**Finite! please help**

an unfair coin with pr[tails]= .15 is flipped 6 times. what is the probability of getting AT LEAST 1 tail in the 6 flips?

**finite math**

using continous compound interest formula to find the indicated value A= 99000 P= 72466 R= 7.8% T= ?

**Math (Finite)**

Find the probability that among five persons, at least two were born on the same weekday.

**infential statistics**

Random of size 2 are taken from a finite population which consist of the measurement 6,7,8,9,10 and 11 A: show that mean and that its S.D is equal to 0.493

**finite math**

What is the present value of an ordinary annuity which has payments of $1100 per year for 19 years at 5% compounded annually.

**8th grade math**

Henry claims that a line segment has a finite number of points because it has two endpoints. How do you respond?

**Finite Math**

How long would it take an investment of $6000 to amount to $9000 if interest is earned at 7% compounded continuously ?.

**Precalculus**

The sphereflake shown (not shown for question) is a computergenerated fractal that was created by Eric Haines. The radius of the large sphere is 1. Attached to the large sphere are nine spheres of radius . Attached to each of the smaller spheres are nine spheres of radius . ...

**Algebra**

I need some help! Determine whether infinite geometric series has a finite sum. If so, find the limiting value. 112+56+28+....

**Algebra**

I need some help! Determine whether infinite geometric series has a finite sum. If so, find the limiting value. 112+56+28+....

**Finite Math**

State and perform the next elementary row operations that should be performed to put the matrix in diagonal form 1 2 -3 3 2 -4 6 8 3 6 15 12

**unda geometry cerious need help urgently**

find the centroid of the area of the finite region enclosed by the curve y=x^(2)+1 when x-axis and the line x=0 and x=3

**Finite Math**

Find (a) the final amounts and (b) the total interest earned on the original investment. 1. $4500 is invested at 7.5% compounded annually for 6 years.

**Finite Math**

Determine the amount of the ordinary annuities at the end of the given periods. $200 deposited monthly at 1% per month for 20 months.

**statistic**

A random sample of size n = 72 is taken from a finite population of size N = 644 with mean μ = 239 and variance σ2 = 325. Use Table 1. a-1. Is it necessary to apply the finite population correction factor? Yes No a-2. Calculate the expected value and the standard ...

**Math Finite**

2. How much should be deposited now at 9% compounded semiannually to make possible withdrawals of $13,000 every 6 months for the next 12 years

**finite math**

SYGYZY BEEKEEPER RAZZMATAZZ LILOYPILLY QUINQUENNIUN WHIPPERSNAPPER NONANNOUNCEMENT STRAWBERRYRASPBERRY How many ways indistinhuishable arrangements can be made of the above letters?

**college Finite**

Find the probability of at least 3 successes and at least 2 failures. N(trials)=10 and p=3/10

**Math Finite**

How many years will it take for $12,000 to grow to $15,000 at 5.75% compounded monthly?

**algebra 2**

A. consider the finite arithmetic series 10+13+16+...+31. how many terms are in it? Explain. B. evaluate the series

**Finite MAth**

Assume that the set S has 7 elements. How many subsets of S have at most 3 elements

**Finite Math**

Determine which is the better investment. 6.8% compounded semiannually or 6.6% compounded quarterly?

**finite**

Assume that n = 14, and p = [ 2/7]. Find the probability of at least 3 successes and at least 2 failures.

**Math (Finite)**

5. Let A = 1 4 2 3 and B = 3 -2 4 6 calculate the entry in the second row, second column in AB

**Finite Math**

If A = (aij ) is a matrix of size 2x3, and if aij = 2i- 3j for all i and j write down A.

**Finite Math**

If A = (aij ) is a matrix of size 2x3, and if aij = 2i- 3j for all i and j write down A.

**Algebra 2**

Find the sum of a finite geometric sequence from n = 1 to n = 7, using the expression −4(6)n − 1.

**Finite**

Assume that the producer has 8 skits and 5 commercials available. In how many ways can the producer create a television show?

**FInite Math**

-.30x+.20y +.25z =0 .20x -.40y +.05z =0 .10x +.20y -.30z =0 x=? y=? z=?

**FInite Math**

-.30x+.20y +.25z =0 .20x -.40y +.05z =0 .10x +.20y -.30z =0 x=? y=? z=?

**finite math**

for the previous ? it as to be set up in five steps I just can't figure out how to set it up to get the answers

**Math/Algebra**

If the first term of a finite geometric sequence is .4 and its ratio is .3 what is the sum of the first 5 terms?

**finite math**

discuss the argument that the y-intercept and the x-intercept should each be represented as separate ordered pairs.

**english grammar**

underline the phrases in the following sentence and circle the non- finite verb,if any. Given a chance, Susan would like to go on a trek in the Himalayas.

**Finite Math**

Assume that you randomly select 8 cards from a deck of 52. What is the probability that all of the cards selected are hearts?