個別指導塾スタンダードのお役立ち情報
「算数障害」とはどんな学習障害か?計算や推論が苦手なのはお子さんのせいではないかも
お子さんは数をうまくかぞえられますか? 就学前のお子さんならまだ小さいからと気にしていないかもしれませんが、就学後であきらかに周りから遅れをとっていると心配な親御さんもいるでしょう。もしかしたら数にまつわる処理が苦手な「算数障害」の可能性があります。どういった障害で、親御さんはどのような対応が必要なのか、まとめて紹介します。
算数障害とは計算や推論が著しく苦手な場合を指す発達障害の一種
![算数障害とは計算や推論が著しく苦手な場合を指す発達障害の一種](data:image/webp;base64,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算数障害とは学習障害の一種で、計算や推論が著しく苦手な場合を指す言葉です。また「ディスカリキュリア」の別名で呼ばれることもあります。
算数障害は、就学後に親御さんが気づいて発覚する場合が多いです。算数の授業やテストを通して数の概念やルールなどに触れるなかで、理解が追いつかないのが明確になります。そのため、就学前に気づくのは難しいかもしれません。
また知能能力が低いわけではないのに、算数の領域だけ苦手なのが算数障害の特徴といえます。なかには算数の一部の領域だけが苦手な場合もあり、専門家でないと明確な判断が難しいのです。
■算数障害の特徴
算数障害かどうかは専門家の診断によって決められますが、家庭での発見につながるヒントがあります。下のような特徴が見られないか、一度注意して見てみてください。
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・数の大小や順番が解からない
・高学年になっても計算が遅い
・暗算はできるのに筆算ができない
・いつまでも指を折って数をかぞえている
・簡単な数字や記号が理解できていない(例:『さん』と聴覚的にきいて、数字の【3】を連想できていない)
・繰り上がり・繰り下がりが理解できない
・図形・グラフが絡む問題や文章問題が苦手
・九九がいつまでも覚えられない など
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これらは算数の学習を通して発見されやすい特徴だといえますが、ほかにもたとえば家庭において就学前のお子さんに次のようなことがあるかもしれません。「お皿を3枚並べて」と頼んでも2枚しか並べていない、お風呂に入っていて「10秒数えて出なさい」と言ってもうまく数えられないなどです。
子どもが算数障害かもしれないと思ったら
![子どもが算数障害かもしれないと思ったら](data:image/webp;base64,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)
算数障害のお子さんは、みんなが出来ていることが自分だけできずに苦しんでいるはずです。根治はしませんが、親御さんがフォローしてうまく付き合っていければ算数障害の悩みは解消できます。知的能力が低いわけではないため、ほかの能力で補って障害を感じさせないお子さんがいるのも事実です。下のような対応を親御さんは試みましょう。
■専門機関に相談をする
先述のような特徴や異変に気付いたら、算数障害かどうかを相談して診断を受けてください。児童精神科を受診する前に、まずは自治体の相談窓口に訪れて病院や専門家を紹介してもらうのが良いでしょう。自治体の相談窓口は、保険センター・子育て支援センター・児童発達支援事業所などです。もしくは小中学校の特別支援教室を頼ってもいいかもしれません。
■算数障害と診断される基準
医療機関ごとで異なりますが、算数障害診断の基本的な流れはまず問診するところから始まります。生まれたときから現在までの困りごとや養育環境・家族歴などを話してください。
そこからCTやMRIなどの機器で脳の状態を検査したら、「WISC-Ⅳ」とよばれる知能検査や「KABC-Ⅱ」や「DN-CAS」とよばれる認知能力検査などで心理検査を行います。すべての結果を総合的に判断して、学習障害や算数障害ではないかが判断されます。
ほかにも学習障害と区別する際に、IQを基準に判断するケースがあります。目安として、IQ70以下のそもそもの知能に問題がある場合は知的障害に、IQ90以上あるのに算数の領域だけが苦手な場合は算数障害になります。
算数障害の子どもへの向き合い方
![算数障害の子どもへの向き合い方](data:image/webp;base64,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)
実際にお子さんが算数障害と診断されたときのために、接するときの注意点をぜひ頭に入れておいてください。親御さんの向き合い方ひとつでも、お子さんが救われることはあります。
■算数障害に対する理解を深める
正しい知識をもとに、算数障害の子どもと向き合うのが大切です。本やネットでも勉強できますが、専門機関に助言を求めたり、同じ障害を持つ子の親御さんから情報を得たりするのも良いでしょう。親御さん同士で交流して悩みを共有できれば親御さんの不安も和らぐはずです。
■子どものできないことを認め、できることに注目する
お子さんが算数を苦手にしているのは障害のせいだという現実をしっかり受け止めましょう。現実を受け入れるのはつらいかもしれません。しかし、無理やりお子さんに算数をやらせても効果は出ず、むしろ逆効果です。“よそのお子さんができるのに、自分の子はできない”との比較もやめましょう。
先述のとおり、他の能力が長けているお子さんであれば、苦手を補って自身で問題を解決しているケースもあります。ほかにも他の教科に得意な教科や活動があるならそちらに目を向けて伸ばしてもいいのです。お子さんをしっかり肯定してあげてください。
■普段の生活から数を意識させる
他の能力で苦手を補うトレーニングとして、普段の生活からお子さんに数を意識させてみるのは良いでしょう。たとえば食事で唐揚げを食べる際に“3つ食べるよりも5つ食べる方がおなかいっぱいになる”とおなかが満たされる感覚と数を連動させてみてください。ほかにもお風呂に入るときに“10秒数えて上がるより、100秒数えて上がった方が温まる”と体が温まる感覚と連動させるなどでも良いでしょう。こういったトレーニングを通じて数の大小や順序などを感覚的に捉えられるように促すのです。
計算機を使ったってOK!算数障害でもお子さんが自立できる環境づくりを
![計算機を使ったってOK!算数障害でもお子さんが自立できる環境づくりを](data:image/webp;base64,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)
算数障害について基本的な情報をまとめましたが、お子さんが大人になって自立した生活が問題なく送れるように成長するのが大事なのを親御さんはぜひ心に留めておいていただきたいです。
計算が難しかったとしたら、計算機やパソコンなどのツールに頼っても問題ありません。むしろ学校などと相談してそういったツールの利用を許可してもらい、障害とお子さんがうまく付き合える環境づくりを親御さんには取り組んでいただきたいです。
算数障害が心配なあなた!まずはお子さんに変わったところがないか、しっかり向き合うところから始めてみてください。
監修:井上智介
島根大学を卒業後、様々な病院で内科・外科・救急・皮膚科など、多岐の分野にわたるプライマリケアを学び2年間の臨床研修を修了する。 その後は、精神科医、産業医の2つの役割を中心に活動している。精神科としては、うつ病、発達障害などを中心にして、全般的に精神科疾患を対応している。産業医としては、毎月30社程度を訪問して、精神科医や健診医の経験もいかして、労災や健康障害の防止の活動している。さらに、全ての国民に医療情報の正しい理解を目標にして個人ブログやSNSを活用するだけでなく、コラムを担当したり、全国で講演したり、精力的に医療情報の発信を続けている。