Hướng nghiệp cho thanh, thiếu niên – những thử thách mới

07:47 04/09/2019

(Baothanhhoa.vn) - Tình trạng thừa thầy thiếu thợ, mất cân đối nhân lực giữa ngành này và ngành khác, học một đằng làm một nẻo, trái ngành, trái nghề khiến công việc không hiệu quả gây lãng phí trong đào tạo... đang khá phổ biến trong xã hội hiện nay. Trước thực trạng đó, câu hỏi được đặt ra “Phải xác định hướng nghiệp như thế nào mới là phù hợp?”.

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