CHO DẠNG ĐÚNG CỦA TỪ TRONG NGOẶC:
1. The train stopped ....... (sudden)
2. Sue is very ..... (quiet)
3. I understand you ..... (perfect)
4. It was a ..... game (bad)
5. I opened the door .... (slow)
6. Those oranges look very ..... (nice)
7. They pay their workers very (bad) ......
8. I didn't sleep ..... (good) last night.
9. He doesn't explain things (clear) ......
10. I didn't go out because of the (heavy) ...... rain
11. My exam results were so ...... (bad)
12. I did so ...... (bad) in the exams.
13. Maria learns languages ........ (incredible)
14. The meeting was very (bad) .... organized.
15. She appeared ........ (sleep)
I. Chia động từ:
He ( not see ) ................ his brother recently.
The " Ao dai " ( mention ) in poems and songs for centuries.
She ( buy ) .............. this house for her son, didn't she?
Where ...... you ( go ) ............ if you have a car?
I ( stay ) ............ with my parents at the moment thought I ( have ) .............. my own flat.
I hope it ( not rain ) ............ when the bride ( leave ) ...........
What time the bus ( leave ) ............. for Dave tomorrow? - It ( leave ) ............... at 7.45.
My father ( always worry ) .............. about us.
Everything on the Earth ( always change ) ..............
What ....... you ( do ) ............ tonight? - I don't know. I ( probably stay ) ..... home and watch TV.
I hope I ( become ) .............. a singer one day.
I. Chia động từ:
If the dinner isn't ready, I ............ ( go ) out.
Bodrum ............ ( be ) ideal for a holiday if it weren't so crowded.
If I knew, I ............. ( come ) earlier.
If you didn't water the flowers, they ................ ( die ).
I ........... ( come ) if I had time.
II. Điền giới từ:
I shall meet you ........ the corner .......... the street.
Have you any money ............. you?
Trên đường thẳng xy lấy ba điểm M, N, P. Lấy hai điểm E, F nằm về hai phía đường thẳng xy (E, F không thẳng hàng với bất kì điểm nào trong ba điểm M, N, P). Nối E với F với M, N, P. EF cắt đường thẳng xy tại H. Hỏi có bao nhiêu tam giác tạo thành mà đỉnh là các điểm đã cho.