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A computer printout of a linear regression predicting INCOME based on years of EDUCATION contained:
B = -92040, s = 3213 t = 6.67
0
B = 228 R = 0.66 df = 23
1
Which of the following is a correct interpretation of B ?
0
A) We expect to predict INCOME to within 2(92040) of its true value using the equation.
B) We estimate INCOME to decrease $92040 for every 1 year of increase in EDUCATION.
C) We estimate the lowest INCOME of the highest value of EDUCATION of -$92,040
D) The value is highly suspicious depending on whether the years of education of 0 is possible and reasonable.
E) None of these are correct.
Which of the following statements is not correct?
A) The correlation coefficient is approximately 0.81
B) R^2 is a measure of the direction of the relationship between INCOME and EDUCATION.
C) The slope of the regression line is 228.
D) It cannot be determined from the information in the printout which quantity is the independent variable.
E) All are correct.
Thanks in advance.![]()
(a) Evluate lim {2^x^2-cos^2 (x)}/x^2
x->∞
b) lim sin^(-1) x/x
x->0
For each of the following, either find the limit or state that "no limit exists" and briefly explain
why. Show work used to get your answer.
1. lim (2+3sinx)/x^3+1
x->∞
2. lim cos x
x->∞
Thanks in Advance ![]()
If a youg man rides his motor-cycle at 25km per hour, he has to spend Rs. 2 per km on petrol ; if he rides it at a faster speed of 40 km per hour , the petrol costs increases to Rs. 5 per km. He wishes to spend at most Rs.100 on petrol and wishes to find what is the maximum distance he can travel within one hour . Express this as linear inequality problem and then solve it.
Thanks in advance ![]()
Assignment-22
1)If (2.5)^x = (0.025)^y = 10^3 then find 1/x-1/y.
2)If log 2 = 0.3010 then find the number of digits in 1024^1024.
3)If log 3 = a , log 2 = b then express log 5 6 interms of 'a' and 'b' .
4)If n is a positive integer then show that (1111111.....1111) - (222222.....2222) is the square of positive integer. 2n times n times
5)Out of a group of 20 teachers in a school, 10 teach Mathematics, 9 Physics and 7 Chemistry, 4 teach Math's and Physics and none teach both Math's and Chemistry. How many teach physics only?
6)If X is a finite set . Let P(X) denote the set of all subsets of X and n(X) denote the number of elements in X . If for two finite subsets A, B, n(p(A)) = n(p(B)) + 15. Then find n(B) and n(A).
7)If n(U) = 60, n(A) = 21, n(B) = 43 then find (i) Greatest value of n ( A U B )
(ii)Least value of n (AUB)
(iii) Greatest value of n ( A ∩ B )
(iv)Least value of n (A∩B)
8)If n(A) = 50, n(B) = 20 and n(A ∩B) = 10 then find n ( A U B ) ,
n ( A - B ), n ( A ∆ B ).
9)Find the number of integral solutions of x^2-y^2=2006.
10)Find the number of positive integers less than one million whch the digts 5,6,7,8,9,0 do not appear.
Thanks in Advance![]()
The answer is (a+b)(a-b)(b+c)(b-c)(c+a)(c-a).
Right?
Factorise: a^4(b^2-c^2)+b^4(c^2-a^2)+c^4(a^2-b^2).
Thanks in advance ![]()
sqrt( 180) =sqrt(36 * 5)
= sqrt(36) sqrt(5)
= 6 sqrt(5).
Clear?
Sorry, your answer is incorrect.
your question is log 64/27 =3
a
This can be written as a ^ 3 = 64/27
a = (64/27)^(1/3)
a = 4/3.
![]()
Question: 1
last trade: 23.10 days range: 23.03 23.25
trade time:10:1001 AM ET 52wks range: 18.95 33.22
change:=0.03 (0.13%) Volume: 1,094,266
prev close: 23.07 avg Vol (3m): 23,342,800
open: 23.09 market cap: 52.47B
bid: 23.09 x 3900 P/E: 18.83
ask:23.10 x 3200 EPS (ttm): 1.23
1 year target : 23.88 Div & yield: N/A (N/A)
If P/E(#of share)= market cap (B = billions) approximately how share of dell are held by share hold?
Solve for x.
45x+ 48y^2 - 20y +9
P/E = 18.83
Market cap 52.47B.
Thanks in Advance![]()
Another one question:
If P/E(#of share)= market cap (B = billions) approximately how share of dell are held by share hold?
Solve for x.
45x+ 48y^2 - 20y +9
P/E = 18.83
Market cap 52.47B.
Thanks in advance. ![]()
Thanks a lot.
Can anyone help me???
Pleaseeeeeeeeeeeeeeeeee
What is the meaning of time 10:1001 AM ET ?
For which country we represent the time like this?
Question: 1
last trade: 23.10 days range: 23.03 23.25
trade time:10:1001 AM ET 52wks range: 18.95 33.22
change:=0.03 (0.13%) Volume: 1,094,266
prev close: 23.07 avg Vol (3m): 23,342,800
open: 23.09 market cap: 52.47B
bid: 23.09 x 3900 P/E: 18.83
ask:23.10 x 3200 EPS (ttm): 1.23
1 year target : 23.88 Div & yield: N/A (N/A)
How close is the Dell's price to its 52-week high?
Question:2
If the trading run from 9:30AM to 4:00 P.M approximately how many hours are left before it closes?
Thanks in Advance up
Please it's very urgent!!!!!!
Question: 1
last trade: 23.10 days range: 23.03 23.25
trade time:10:1001 AM ET 52wks range: 18.95 33.22
change:=0.03 (0.13%) Volume: 1,094,266
prev close: 23.07 avg Vol (3m): 23,342,800
open: 23.09 market cap: 52.47B
bid: 23.09 x 3900 P/E: 18.83
ask:23.10 x 3200 EPS (ttm): 1.23
1 year target : 23.88 Div & yield: N/A (N/A)
How close is the Dell's price to its 52-week high?
Question:2
If the trading run from 9:30AM to 4:00 P.M approximately how many hours are left before it closes?
Thanks in Advance ![]()
Please it's very urgent!!!!!!
Hi,
http://courses.ncssm.edu/goebel/statecon/Topics/triangl/TRIANGL.htm
Go through this site.
This is the answer for your question.
![]()
First we have to do the powers.
So the answer would be
a) 5 - 1 x 4 - 2 = 62
Then we have to do the multiplication.
that is, 5-4-2 = 62.
Then we have to simplify as usual.
similaly the second.
1)Find the number of Rectangles on the chess board.
2)The angles of quadrilateral are in A.P . Greatest angle is double the least. Find the angles in circular measure.
3)If A, B, C, D are angles of cylic quadrilateral then find cosA + cosB + cos C + cos D .
4)If sin Ө + cosec Ө = 2 then find sin ^n (Ө) + cosec^n (Ө)
5)If 5 sin x + 12 cos x = 7 then find 5 cos x - 12 sin x.
6)In triangle ABC , if sec2 A + sec2 B = sec2 A .sec2 B then show that triangle ABC in right angled.
7)If sec A + tan A = a then find sin A in terms of a.
8)Find equation of Altitude and median of triangle ABC passing through vertex ' A' Where
A(1, 2),B(3,4), C (5,1).
9)In a mathematics class , 20 children had forgotten their rulers and 17 had forgotten their pencils , Go and borrow them from some one at once, said the teacher . 24 children left the room . Find how many children had forgotten both.
Thanks in Advance ![]()
Is there any practical method?
I want the Geometric proof.
Can anyone help?
Please....
Geometric proof.![]()
How will you prove the volume of the cone is one-third of the volume of the cylinder?
Thanks in Advance ![]()
1)A bag contains 5 red , 4 green and 3 black balls . Three balls are drawn out of it at random, find the probability of drawing exactly 2 red balls.
2)There are 4 envelopes corresponding to 4 letters. If the letters are placed in the envelopes at random, what is the probability that all the letters are not placed in the right envelopes.
3)From a pack of 52 playing cards, three cards are drawn at random . Find the probability of drawing a king, a queen and a jack.
4)If a leap year is selected at random, what is the chance that it will contain 53 Tuesdays?
5)What are the odds in favour of throwing at least 8 in a single throw with two dice?
6)A coin is tossed successively 3 times . Find the probability of getting exactly one head or two heads.
7)6 boys and 6 girls sit in a row randomly , find the probability that all the 6 girls sit together.
8) A boy has 6 pockets . In how many ways can he put 5 coins in his pockets?
9)In how many ways can 5 letters be posted in 7 letter boxes in a town? If all the letters are not posted in the same box , find the corresponding number of ways of posting .
10)Find the number of 3-digit numbers that can be formed with the digits 1,3,5,7,9
when a digit may repeated any number of times.
Thanks in Advance ![]()
The exponential form a^x = b can be written as,
log b = x.
a
The problem is log 125 = 3.
b
It can be written as b^3 = 125.
b^3 = 5^3.
b =5.![]()
If it is a quadraic equation, then the equation is 3x^2-2x+5 = 0.
Then the solution is,
x = 2 +-Sqrt((-2)^2- 4*3*5)
____________________
2*3
x = 2 +- Sqrt(4 - 60)
_____________
6
x = 2+- Sqrt(-54)
____________
6
x = 2+- Sqrt( -9 * 6)
______________
6
x = 2 +- 3Sqrt(6) i
____________
6
x = 2 + 3 Sqrt(6) i and 2 - 3Sqrt(6) i
____________ ___________ ( Sqrt(-1) = i )
6 6
This equation has complex roots.
![]()