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竊�蜷�(2)
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== 関係を表わす式 ==

◇ 例にならって,次の関係を式で表わしなさい。(答は選択肢から選びなさい)
(例)
 x (円)の品物を買い,100 (円)を出したとき,おつりが y(円) だった。このとき,yx で表わすと 
y=100 - x
(1) りんご1個の値段を y (円),みかん1個の値段を x (円)とする.りんご1個の値段がみかん3個の値段よりも 10 (円)安いとき,yx で表わすと

【 選択肢 】  ・・・ 
y=x − 10
y=x+10
y=3x − 10
y=3x+10

(2) 父親の体重 y (kg) が子どもの体重 x (kg) の2倍よりも 5 (kg) 重いとき,yx で表わすと

【 選択肢 】  ・・・ 
y=x − 5
y=x+5
y=2x − 5
y=2x+5

(3) 全校生徒 a (人)が b (脚)の長椅子に 3 (人)ずつ座ろうとすると,7 (人)座れなくなる.ab で表わすと

【 選択肢 】  ・・・ 
a=3b+7
a=3b − 7
b=3a+7
b=3a − 7

(4)  1個 50 (g)の卵と1個 a (g)の卵の平均の重さが b (g)になるとき,ab の関係式は

【 選択肢 】  ・・・ 
b=2a+50
a=2b+50
2b=a+50
2a=b+50

(5)  毎分 x (m) の速さで 3 分間歩いたら y (m) 進んだ。このとき, yx で表わすと

【 選択肢 】  ・・・ 
y=x+3
x=y+3
y=3x
x=3y
x+y=3

(6)  1人当りの入場料が大人 x (円),子ども y (円)の遊園地に,大人 2 (人),子ども 3 (人)の合計 5 (人)で入ると,入場料は合計 1600 (円)になった.このとき, xy の関係を式で表わすと 

【 選択肢 】  ・・・ 
x+y=1600
x+y=260
2x+3y=1600
2x+3y=260

(7) 10 (%) の食塩水 a (g) 中の食塩の重さを b (g) とするとき,ab の関係を式で表わすと

【 選択肢 】  ・・・ 
b=0.01a
b=0.1a
b=a
b=10a
b=100a

(8)  a (%) の食塩水 10 (g) 中の食塩の重さを b (g) とするとき,ab の関係を式で表わすと

【 選択肢 】・・・
b=0.01a
b=0.1a
b=a
b=10a
b=100a


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