Skip to main content

Table 3 Linear regression analysis describing the line of best fit for the relationship between age with diameter (mm), and age with height (mm) for dairy-bred M calves and suckler-bred M and F calves at disbudding (showing R square and level of significance (P-value))

From: Horn bud size of dairy-bred and suckler-bred calves at time of disbudding

Variable (mm)

Breed and number

Sex

Linear regression

R square

P-value

Diameter

HF (n = 88)

M

y = 0.2044x + 10.2470

0.320

< 0.0001

Height

HF (n = 88)

M

y = 0.2249x + 0.2481

0.410

< 0.0001

Diameter

LM (n = 32)

M

y = 0.0374x + 12.990

0.093

0.0903

Height

LM (n = 32)

M

y = 0.0512x + 3.679

0.073

0.1343

Diameter

LM (n = 35)

F

y = 0.0742x + 10.613

0.091

0.0786

Height

LM (n = 35)

F

y = − 0.0512x + 3.679

0.073

0.1343

Diameter

CH (n = 39)

M

y = 0.0507x + 13.932

0.073

0.0872

Height

CH (n = 39)

M

y = 0.0507x + 13.932

0.073

0.0872

Diameter

CH (n = 47)

F

y = 0.0752x + 11.73

0.175

0.0031

Height

CH (n = 47)

F

y = 0.0049x + 3.5037

0.003

0.7209

Diameter

SI (n = 22)

M

y = 0.0606x + 13.02

0.279

0.0097

Height

SI (n = 22)

M

y = 0.0606x + 13.02

0.279

0.0097

Diameter

SI (n = 16)

F

y = − 0.00091x + 12.392

0.088

0.2482

Height

SI (n = 16)

F

y = − 0.0413x + 3.8698

0.036

0.4672

  1. HF Holstein-Friesian, CH Charolais, LM Limousin, SI Simmental
  2. d days old at disbudding, M male, F female