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【解説】

 √の中が同じ数字のものの和や差は,文字式の計算と同じように係数をまとめることができます.
がミカン1個を表すものとすると
+3=4
x+3x=4x
と同様にして
.2√ni+3.2√ni=4.2√ni
とします.
がリンゴ1個を表すものとすると
−2=5
7a−2a=5a
と同様にして
7.3√ni−2.3√ni=5.3√ni
とします.

 √の中が「同じにならないもの」の和や差は,それ以上簡単になりません.
  例 √3+3√5 はこれ以上簡単になりません.
(これは,a+3bや+3が簡単にならないのと同様です.)
特に,√5-1 などを√4にしないように気を付けましょう.

注意:見かけが同じでなくても,変形の結果√の中が同じになるものは簡単になります.例えば√8+√2は2√2+√2で3√2になります.
【気をつけよう甘い誘惑=破滅の道】
.2√ni- 1 ←×→.1√ni.2√ni−1は,これ以上簡単にならない)
.3√ni−1 ←×→.2√ni.3√ni−1は,これ以上簡単にならない)
.6√ni−1 ←×→.5√ni.6√ni−1は,これ以上簡単にならない)

【問題】
 次の数を変形して,なるべく簡単にすると右のうちどの値になりますか.下の選択肢から選びなさい.
(√がない形にするか,または,√の中をなるべく簡単な整数にしなさい.)
[ 1 ][ 2 ][ 3 ][ 4 ][ 5 ][ 6 ][ 7 ][ 8 ][ 9 ][ 10 ]
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