PLATE IX. LEAVES. 



COMPOUND LEAVES CONTINUED. 



Fig. 1. T.RIPINNATE abrupt (p. 137) 



Fig. o. __ - with an odd one (p. 137) 



D F. T E R M 1 1\ AT E LEAVES. 



Fig. 3. a, Inflex (p. 140) 



b, Erect (p. 140) 



c, Patent (p. 140) 



d, Horizontal (p. 140) 



e, Reclined (p. 140) 

 J\ Revolute (p. 140) 



Fig. 4. a, Seminal (p, 138) 

 b y Cauline (p. 138) 



c, Rameous (p. 138) 



d, 'Floral* (p. 138) 

 Fig. 5. a, Peltate (p. 139) 



6, Petiolate (p. 139) 

 <, Sessile (p. 139) 



d, Decurrcnt (p. 139- 



e, Amplexicaul (p. 139) 

 /, Perfoliate (p. 139) 

 g, Connate (p. 139) 



/>, Vaginant (p. 139) 

 Fig. 6. a, Articulate f (p. 136) 



b, Stellate (p. 1. 



c, Quateni (p. 138) 



d, Opposite! (p. 138) 



e, Alternate (p. 138) 



f, Acerose| (p. I i 2y) 

 g, Imbricate (p. 139) 

 //,, Fasciculate (p. 139) 



Fig. 7. Parabolic || (p. 129) 

 Fig. 8. Spatulate (p, 



* This must be distinguished- from the Bractea, or floral leaf in Plate L 

 Fig 11. 



j- This is a compound leaf. 



| The definition in the page cited, confines this term to leaves in pairs 

 that cross each other ; but by this figure, taken from Linnaeus, it appears to 

 be applicable also to leaves in pairs that are not so circumstanced. 



The definition of this has been given amongst the Simple Leaves, 

 though it stands more properly here. 



[j This and Fig. 8. are simple leaves omitted in this place. 



