• 検索結果がありません。

He is a baseball player. 3 He(She) is She is a teacher. 〜 . 彼は(彼女は)〜です。

N/A
N/A
Protected

Academic year: 2021

シェア "He is a baseball player. 3 He(She) is She is a teacher. 〜 . 彼は(彼女は)〜です。"

Copied!
1
0
0

読み込み中.... (全文を見る)

全文

(1)

Date ( ) 


Name (

Step1説明 Step1説明

3

Part1

He(She) is . 彼は(彼女は)〜です。 

Date ( ) 


Name (

基本文

He is a baseball player.

She is a teacher.

Point !

ヒー イズ ア ベースボール プレイヤー

Step1穴埋め

▶︎ 彼は野球選手です。

▶︎ 彼女は先生です。

次の日本文に合うように、(    )に入る英語を書きなさい。

(1) 彼は私の英語の先生です。

( ) is my English teacher.

(2) 彼女は韓国(Korea)出身です。

(3) 彼は野球(baseball)選手です。

(4) 彼女はベッキーです。

( ) is from Korea.

( ) a baseball player.

( ) Becky.

シー イズ ア ティーチャー

③ 彼女は〜です。:(   )+(   )〜 .

① 彼 :( ) 彼女 : ( )

② 彼は〜です。:(   )+(   )〜 .

he is → (   ) , she is→ (   )と省略できる。

例1)彼はテニス選手です。

( ) a tennis player.

例2)彼女は私の姉です。

( ) my sister.

参照

関連したドキュメント

In section 3, we will compare firstly some results of Aulbach and Minh in [2], secondly those of Seifert in [15], with our results... The paper is organized as follows: in Section 2

* 4 CEO Tim Cook introduced Wakamiya as“the oldest * 5 developer.”The day before the meeting, she had a chance to talk with him.. After she finished high school, she

Keywords Algebraic 2–complex, Wall’s D(2)–problem, geometric realiza- tion of algebraic 2–complexes, homotopy classification of 2–complexes, gen- eralized quaternion groups,

Proof: The observations at the beginning of this section show for n ≥ 5 that a Moishezon twistor space, not fulfilling the conditions of Theorem 3.7, contains a real fundamental

In [24] he used this, together with Hendriks’ theorem, so show that if the fundamental group of a PD 3 complex splits as a free product, there is a corresponding split of the complex

His approach is functorial in nature: he defines a derived stack as a functor from a category of test objects to the category of simplicial sets, satisfying some conditions

In particular, he showed that a strongly continuous unitary representation of a second countable locally compact group G on a separable (complex) Hilbert space is unitarily

② She goes to school.. She visits my grandmother. ② He don’t swims on Sunday.. She doesn’t have dinner, either. She needs to sleep. These days she studies hard every day..