Grammar Reference With Practice Exercises: Unit 12

December 1, 2022 | Author: Anonymous | Category: N/A
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LMEC

Lcw 

GFMWW GFMWW  

Hrmeemr Tcjcrclgc witb prmgtigc cxcrgiscs  SLIP =4   =4.= 

Bcm`wmy  Cfcecltmry

JASTPB C@IPIAL  C@IPIAL  

SLIP =4 CRCTGIWCW  

^rcsclt ^crjcgt

Cx. 4 ‗ 7 

bms + pmst pmrtigipfc.  pmrtigipfc.   =  Pbc ^rcsclt ^crjcgt is jarec` witb bmvc/ bms 4  Pbc ^rcsclt ^crjcgt rcjcrs ta ml mgtial ar cxpcriclgc tbmt bmppclc` mt saec tiec dcjarc law.   ’

vcfff c` c`  ta e ast pmrts aj  tbc warf`.  Wbc s trmvcf Bmvc yau cvcr dccl il m gmr mggi`clt1  mggi`clt1  

=  Pigo tbc garrcgt scltclgc il cmgb pmir.  pmir.  ycmr.   =  ✗  I wclt ta Jilfml` fmst ycmr.  I bmvc dccl ta Jilfml` fmst ycmr. ycmr.   4  Bmvc yau cvcr ect m jmeaus pcrsal1  pcrsal1   @i` yau cvcr ecct m jmeaus pcrsal1  pcrsal1   7  Omtc s lat bcrc. Wbc s dccl ta ^mris. is.   Omtc s lat bcrc. Wbc s halc ta  ^mris. is.   0  Yau bmvc ect bie wbcl yau wcrc six.  six.  Yau ect bie wbcl yau wcrc six.  six.   ’

lchmtivc   ^asitivc ml` lchmtivc



I/Xc/Yau/Pbcy 

bmvc bmvc  

Bc/Wbc/It 

bms  bms 

(lat) dccl  

ta tbc Gzcgb Tcpudfig. Tcpudfig.  





=  4  7  0  3  : 



]ucstial ]ucstial   bmvc   bmvc

I/yau/wc/tbcy 

bms  bms 

sbc/bc/it 

Ycs/La qucstials Bmvc yau dccl ta Tussim1 



4  Gaepfctc tbc scltclgcs. Ssc tbc ^rcsclt ^crjcgt (+, ‗ , ar 1).  1). 

I vc dccl 5 I bmvc dccl Xc vc dccl 5 Xc bmvc dccl  Pbcy vc dccl 5 Pbcy bmvc dccl 

Xbcrc 



dccl1 dccl1   Wbart mlswcrs  mlswcrs  Ycs, I bmvc. /  La, I bmvcl t.   / La ’

(+)  Bc s t rmvc rmvcffc` mff avcr tbc warf`. (trm cf)   (trmvvcf) ’

(1) Bmvc (‗) Xc bmvc (+) Pbcy bmvc (1) Bmvc

yau cvcr s ccl tbis jife1 (scc) (scc)   lat dccl al bafi`my tbis ycmr. (dc) (dc)   rcm` yaur fctt fcttcr. cr. (rcm`)  Diff `alc tbc sbappilh1 (`a) (`a)  

(‗) Xc bmvc lat sclt

tbc gmr` yct. (scl`) (scl`)  

7  Xritc sbart mlswcrs tbmt mrc truc jar yau.  

 

= Bmvc yau cvcr dccl ta Emlgbcstcr1 Emlgbcstcr1  

dccl ml` halc 

La, I bmvcl’t. 

4  Bmvc yau tmocl mly cxmes tbis ycmr1  ycmr1 

Wbc s halc ta ^artuhmf. ( 5 sbc s tbcrc law) w)   Wbc s dc dccl cl ta ^artuhmf. ( 5 law sbc bms rcturlc`)  ’



Ycs, I bmvc



7  Bmvc mly aj yaur jricl`s cvcr pfmyc` il m rago dml`1  dml`1  

=4.4 

^mst Wiepfc ml` ^rcsclt ^crjcgt

Cx. =  = 

=  Ij wc wmlt ta smy wbcl ml mgtial bmppclc`, wc usc tbc ^mst Wiepfc lat tbc ^rcsclt ^crjcgt.   mha. I wms il m grmsb wbcl I wms Wbc wclt ta Tussim twa ycmrs mha. =>..  => 4  Latigc tbc tiec cxprcssials usc` witb tbc ^mst Wie pfc. pfc.  

fmst lihbt /  ycstcr`my /  il =99> /  m  mt tbrcc agfago /  al Eal`my  ’

=4.7 

Il`cjilitc tiec

Cx. 7  7 

tiec.   Cvcr , lcvcr , yct , ml` kust rcjcr ta il`cjilitc tiec. 

cvcr ml` lcvcr  

Xc usc cvcr il qucstials.  qucstials.  Bmvc yau cvcr dccl ta Tussim1 Xc usc lcvcr il lchmtivc scltclgcs.  scltclgcs.   I vc lc vcr cr  dccl ta Tussim. ssim.   ’

yct ml`  kust   Xc usc kust il pasitivc scltclgcs.  scltclgcs.   bmvc kust  kust `alc it (m sbart tiec dcjarc law). I bmvc Xc usc yct il lchmtivc scltclgcs ml` qucstials. qucstials.   Bmvc yau `alc yaur baecwaro yct yct11   I bmvcl t `alc it yc yctt (dut I e hail ilhh ta).  ’



La, I bmvcl’t. 

0  Bms yaur dcst jricl` cvcr fic` ta yau1  yau1  Ycs, I bmvc. 3  Bms tbc fcssal jilisbc` yct1  yct1  Ycs, I bmvc 

0  ^ut tbc m`vcrd il tbc garrcgt pfmgc.  pfmgc.   (yct)   =  Bmvc yau jilisbc` tbc rcpart1 (yct)   Bmvc yau jilisbc` tbc rcpart yct1  yct1  4  I vc dccl ta Mustrmfim. (lcvcr)  I vc lcvcr dccl ta Mustrmfim.  7  Pae bms gmffc`. (kust)  (kust)   ’



Pae bms kust gmffc`   0  Bms Diff fivc` il Fal`al1 (cvcr)  (cvcr)  Bms Diff cvcr fivc` il Fal`al1   3  I bmvcl t stmrtc` gfcmlilh tbc oitgbcl. (yct)  I bmvcl t stmrtc` gfcmlilh tbc oitgbcl yct.  ’



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