Sunday, January 8, 2017

Steps to follow to get a sentence in any tense

For regular verbs
To get a sentence in any tense you just follow steps:
  1. Put any noun in place of S
  2. Put any verb in place of V

    For irregular verbs
    To get a sentence in any tense you just follow steps: 

  3. Put any noun in place of S
  4. Put any verb in place of V1
  5. Put past form of any verb in place of V2
  6. Put past participle form of any verb in place of V3
 Click on the link to get the information:  Steps to follow to get a sentence in any tense


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