Giải câu hỏi trang 66,67,68 SGK Toán 7 tập 2 - Kết nối tri thức


Cho hai bộ ba thanh tre nhỏ có độ dài như sau: Bộ thứ nhất: 10 cm, 20 cm, 25 cm. Bộ thứ hai: 5 cm, 15 cm, 25 cm. Em hãy ghép và cho biết bộ nào ghép được thành một tam giác.

Lựa chọn câu để xem lời giải nhanh hơn

HĐ 1

Cho hai bộ ba thanh tre nhỏ có độ dài như sau:

Bộ thứ nhất: 10 cm, 20 cm, 25 cm.

Bộ thứ hai: 5 cm, 15 cm, 25 cm.

Em hãy ghép và cho biết bộ nào ghép được thành một tam giác.

Phương pháp giải:

Ghép sao cho cứ 2 đầu của 2 thanh tre trùng nhau thì bộ ba đó ghép được thành tam giác.

Lời giải chi tiết:

Bộ thứ nhất ghép được thành tam giác.

HĐ 2

Với bộ ba thanh tre ghép lại được thành một tam giác trong HĐ1, em hãy so sánh độ dài của thanh tre bất kì với tổng độ dài 2 thanh còn lại

Phương pháp giải:

Tính tổng độ dài của 2 thanh tre bất kì rồi so sánh với dộ dài thanh còn lại.

Lời giải chi tiết:

Ta có: 10 + 20 = 30 > 25

10 + 25 = 35 > 20

20 + 25 = 45 > 10

Vậy độ dài của thanh tre bất kì luôn nhỏ hơn tổng độ dài 2 thanh còn lại.

Tranh luận

Ý kiến của em thì sao?

Phương pháp giải:

Sử dụng bất đẳng thức tam giác: Trong một tam giác, độ dài của một cạnh luôn nhỏ hơn tổng độ dài hai cạnh còn lại.

Kiểm tra, nếu ba độ dài không thỏa mãn bất đẳng thức tam giác thì chúng không ghép được thành một tam giác.

Lời giải chi tiết:

Vì 1+ 2 < 4 nên bộ ba đoạn thẳng không lập được thành 1 tam giác.

Vậy Vuông sai, Tròn đúng.

Chú ý: Khi kiểm tra 3 đoạn thẳng có thỏa mãn bất đẳng thức tam giác không, để nhanh gọn, ta chỉ cần kiểm tra tổng độ dài của 2 cạnh nhỏ hơn có lớn hơn độ dài cạnh lớn nhất hay không

Luyện tập

Hỏi ba độ dài nào sau đây không thể là độ dài ba cạnh của một tam giác? Vì sao? Hãy vẽ tam giác nhận ba độ dài còn lại làm độ dài 3 cạnh.

a) 5 cm, 4 cm, 6 cm.

b) 3 cm, 6 cm, 10 cm.

Phương pháp giải:

Khi kiểm tra 3 đoạn thẳng có thỏa mãn bất đẳng thức tam giác không, để nhanh gọn, ta chỉ cần kiểm tra tổng độ dài của 2 cạnh nhỏ hơn có lớn hơn độ dài cạnh lớn nhất hay không

Lời giải chi tiết:

a) Vì 5+4 > 6 nên ba độ dài 5 cm, 4 cm, 6 cm có thể là độ dài ba cạnh của một tam giác.

b) Vì 3 + 6 = 9 < 10 nên ba độ dài 3 cm, 6 cm, 10 cm không thể là độ dài ba cạnh của một tam giác

Vận dụng

Trở lại tình huống mở đầu, em hãy giải thích vì sao nếu dựng cột điện ở vị trí C trên đoạn thẳng AB thì tổng độ dài dây dẫn điện cần sử dụng là ngắn nhất? (H.9.17)

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Luyện Bài Tập Trắc nghiệm Toán 7 - Kết nối tri thức - Xem ngay

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