أنت تستخدم متصفحا قديمًا. قد لا يعرض هذا الموقع أو مواقع أخرى بالشكل الصحيح.
يجب عليك ترقية المتصفح أو استخدام
متصفح بديل.
ممكن الاجابة عن هذا السؤال في الرياضة؟؟؟؟؟؟؟؟
السلام عليكم
أنا اليوم عندي سؤال لكل محبي الرياضة وهو كالآتي:
كم هوارتفاع شبكة المرمى في كرة القدم؟؟؟؟؟؟؟؟
آسفة اذا كان السؤال فيه خطأ:regards01:
آخر تعديل:
:: عضو مثابر ::
أحباب اللمة
رد: ممكن الاجابة عن هذا السؤال في الرياضة؟؟؟؟؟؟؟؟
سلامعليكم شكراا علي الطرج
2ميتر
:: عضو متألق ::
أوفياء اللمة
رد: ممكن الاجابة عن هذا السؤال في الرياضة؟؟؟؟؟؟؟؟
وعليكم السلام ورحمة الله تعالى وبركاته
ارتفاع شبكة المرمى ربما 2.44 متر والله اعلم .....
:: عضو متألق ::
أوفياء اللمة
رد: ممكن الاجابة عن هذا السؤال في الرياضة؟؟؟؟؟؟؟؟
وعليكم السلام ورحمة الله تعالى وبركاته
ارتفاع شبكة المرمى ربما 2.44 متر والله اعلم .....
وعليكم السلام روحمة الله و بركاته فعلاً هو 2.44 متر ، وهذه صورة توضيحية لأبعاد ملعب كرة القدم
https://www.4algeria.com/vb/data:image/png;base64,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***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***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
رد: ممكن الاجابة عن هذا السؤال في الرياضة؟؟؟؟؟؟؟؟
وانا كيما رأي السوابق سقسيت ولقيت 2.44 نتمنى نكون افدتك
باااااااااايرة ههههههههههههه نتمسخر
i don't really know that's a new infomation for me
:: عضو فعّال ::
أحباب اللمة
رد: ممكن الاجابة عن هذا السؤال في الرياضة؟؟؟؟؟؟؟؟
:p:p2.44