Multiple Linear Regression

3 minutes
Share the link to this page
Copied
  Completed
You need to have access to the item to view this lesson.
One-time Fee
$49.99
List Price:  $69.99
You save:  $20
€47.98
List Price:  €67.18
You save:  €19.19
£39.89
List Price:  £55.86
You save:  £15.96
CA$69.90
List Price:  CA$97.87
You save:  CA$27.96
A$76.87
List Price:  A$107.62
You save:  A$30.75
S$67.31
List Price:  S$94.24
You save:  S$26.93
HK$389.14
List Price:  HK$544.83
You save:  HK$155.68
CHF 44.67
List Price:  CHF 62.54
You save:  CHF 17.87
NOK kr553.51
List Price:  NOK kr774.97
You save:  NOK kr221.45
DKK kr357.84
List Price:  DKK kr501
You save:  DKK kr143.16
NZ$85.68
List Price:  NZ$119.95
You save:  NZ$34.27
د.إ183.61
List Price:  د.إ257.07
You save:  د.إ73.46
৳5,972.22
List Price:  ৳8,361.58
You save:  ৳2,389.36
₹4,221.07
List Price:  ₹5,909.84
You save:  ₹1,688.76
RM223.35
List Price:  RM312.71
You save:  RM89.36
₦84,627.22
List Price:  ₦118,484.88
You save:  ₦33,857.66
₨13,887.22
List Price:  ₨19,443.22
You save:  ₨5,556
฿1,722.96
List Price:  ฿2,412.28
You save:  ฿689.32
₺1,727.27
List Price:  ₺2,418.32
You save:  ₺691.05
B$289.99
List Price:  B$406.01
You save:  B$116.02
R905.58
List Price:  R1,267.89
You save:  R362.30
Лв93.83
List Price:  Лв131.37
You save:  Лв37.54
₩70,211.45
List Price:  ₩98,301.65
You save:  ₩28,090.20
₪185.06
List Price:  ₪259.10
You save:  ₪74.04
₱2,946.36
List Price:  ₱4,125.14
You save:  ₱1,178.78
¥7,736.95
List Price:  ¥10,832.35
You save:  ¥3,095.40
MX$1,021.22
List Price:  MX$1,429.79
You save:  MX$408.57
QR182.26
List Price:  QR255.18
You save:  QR72.92
P683.46
List Price:  P956.90
You save:  P273.44
KSh6,472.14
List Price:  KSh9,061.51
You save:  KSh2,589.37
E£2,482.01
List Price:  E£3,475.01
You save:  E£993
ብር6,118.22
List Price:  ብር8,566
You save:  ብር2,447.77
Kz45,640.87
List Price:  Kz63,900.87
You save:  Kz18,260
CLP$49,324.13
List Price:  CLP$69,057.73
You save:  CLP$19,733.60
CN¥362.07
List Price:  CN¥506.93
You save:  CN¥144.86
RD$3,012.01
List Price:  RD$4,217.06
You save:  RD$1,205.04
DA6,712.40
List Price:  DA9,397.90
You save:  DA2,685.50
FJ$113.77
List Price:  FJ$159.29
You save:  FJ$45.51
Q385.78
List Price:  Q540.13
You save:  Q154.34
GY$10,455.70
List Price:  GY$14,638.82
You save:  GY$4,183.11
ISK kr6,982.60
List Price:  ISK kr9,776.20
You save:  ISK kr2,793.60
DH502.76
List Price:  DH703.91
You save:  DH201.14
L910.90
List Price:  L1,275.33
You save:  L364.43
ден2,951.80
List Price:  ден4,132.76
You save:  ден1,180.95
MOP$400.70
List Price:  MOP$561.01
You save:  MOP$160.31
N$906.31
List Price:  N$1,268.91
You save:  N$362.60
C$1,838.97
List Price:  C$2,574.70
You save:  C$735.73
रु6,749.45
List Price:  रु9,449.77
You save:  रु2,700.32
S/189.51
List Price:  S/265.32
You save:  S/75.81
K201.21
List Price:  K281.71
You save:  K80.50
SAR187.68
List Price:  SAR262.77
You save:  SAR75.08
ZK1,382
List Price:  ZK1,934.92
You save:  ZK552.91
L238.86
List Price:  L334.42
You save:  L95.56
Kč1,216.06
List Price:  Kč1,702.59
You save:  Kč486.52
Ft19,746.05
List Price:  Ft27,646.05
You save:  Ft7,900
SEK kr551.69
List Price:  SEK kr772.42
You save:  SEK kr220.72
ARS$50,182.44
List Price:  ARS$70,259.44
You save:  ARS$20,076.99
Bs345.34
List Price:  Bs483.50
You save:  Bs138.16
COP$219,443.60
List Price:  COP$307,238.59
You save:  COP$87,794.99
₡25,456.77
List Price:  ₡35,641.51
You save:  ₡10,184.74
L1,262.95
List Price:  L1,768.23
You save:  L505.28
₲390,155.46
List Price:  ₲546,248.87
You save:  ₲156,093.40
$U2,130.69
List Price:  $U2,983.14
You save:  $U852.45
zł208.13
List Price:  zł291.40
You save:  zł83.27
Already have an account? Log In

Transcript

So far Python we can also use this on multiple linear regression. So, pretty common sense ah called regression This is why we call it a simple linear regressions. So, far multiple linear regression we have more variables here. So, for simple linear regression we have only one variable here right. So, we can create multiple linear regression by changing this r s value here Okay, so we can add in more columns or more variables here packed the land that we have SEPA we have a pet. We've okay then we can just Randy's Korea okay.

So we are going Ah, we call this our coefficient. So constant is our 1.8451. Pet, land is 0.711 separate is 0.6549. petal width is minus 0.56 to six. So the p value is zero. Here we have the confidence interval. So constant is a, we can say constant is from the, from this value to this value we've lost 95% correct.

Okay then pacta land, you can see a pattern we have 0.599 to 0.8 to three with 95% correct. So you can see SEPA we've extended the coefficient or the values between 0.5 to three to 0.7 a salad with 95% correct. And then Petra we can see, we have a minus 0.814 to minus 0.311. With 95% corral 95% completed, then we can look into the R square. Then we can look into the R square, so r square is 0.8590 point if ISIS okay then we can look into r square is 0.8 by nine adjusted R square is 0.8 Pisces, the higher the R squared betta as SS e smaller SS e sum of squared error. So the higher the R square the sum of squared error is smaller.

So it means the higher the R squared or smaller somehow

Sign Up

Share

Share with friends, get 20% off
Invite your friends to LearnDesk learning marketplace. For each purchase they make, you get 20% off (upto $10) on your next purchase.