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Câu hỏi

So sánh công tương ứng của các lực F 1 → ;   F 2 → ; F 3 → " 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" style="width: 68.00px; height: 25.33px; margin-left: 0.00px; margin-top: 0.00px; transform: rotate(0.00rad) translateZ(0px); -webkit-transform: rotate(0.00rad) translateZ(0px);" title="stack F subscript 1 with rightwards arrow on top semicolon space stack F subscript 2 with rightwards arrow on top semicolon stack F subscript 3 with rightwards arrow on top"> khi điểm đặt của các lực này dịch chuyển cùng một quãng đường từ A đến B (Hình 4.7).

So sánh công tương ứng của các lực <math xmlns="http://www.w3.org/1998/Math/MathML"><mover accent="true"><msub><mi>F</mi><mn>1</mn></msub><mo>&#x2192;</mo></mover><mo>;</mo><mo>&#xA0;</mo><mover accent="true"><msub><mi>F</mi><mn>2</mn></msub><mo>&#x2192;</mo></mover><mo>;</mo><mover accent="true"><msub><mi>F</mi><mn>3</mn></msub><mo>&#x2192;</mo></mover></math> khi điểm đặt của các lực này dịch chuyển cùng một quãng đường từ A đến B (Hình 4.7).

T. ThuỳTrangNguyễn

Giáo viên

Xác nhận câu trả lời

Giải thích

Ba lực F 1 &amp;#x2192; ; &amp;#xA0; F 2 &amp;#x2192; ; F 3 &amp;#x2192; " src="data:image/jpeg;charset=utf-8;base64,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" style="width: 68.00px; height: 25.33px; margin-left: 0.00px; margin-top: 0.00px; transform: rotate(0.00rad) translateZ(0px); -webkit-transform: rotate(0.00rad) translateZ(0px);" title="stack F subscript 1 with rightwards arrow on top semicolon space stack F subscript 2 with rightwards arrow on top semicolon stack F subscript 3 with rightwards arrow on top"&gt; có cùng một hình chiếu trên phương của độ dời A B &amp;#x2192; " src="data:image/jpeg;charset=utf-8;base64,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" style="width: 20.00px; height: 16.00px; margin-left: 0.00px; margin-top: 0.00px; transform: rotate(0.00rad) translateZ(0px); -webkit-transform: rotate(0.00rad) translateZ(0px);" title="stack A B with rightwards arrow on top"&gt; ,do đó công thực hiện đều bằng nhau.

Ba lực <math xmlns="http://www.w3.org/1998/Math/MathML"><mover accent="true"><msub><mi>F</mi><mn>1</mn></msub><mo>&#x2192;</mo></mover><mo>;</mo><mo>&#xA0;</mo><mover accent="true"><msub><mi>F</mi><mn>2</mn></msub><mo>&#x2192;</mo></mover><mo>;</mo><mover accent="true"><msub><mi>F</mi><mn>3</mn></msub><mo>&#x2192;</mo></mover></math>có cùng một hình chiếu trên phương của độ dời <math xmlns="http://www.w3.org/1998/Math/MathML"><mover><mrow><mi>A</mi><mi>B</mi></mrow><mo>&#x2192;</mo></mover></math>,do đó công thực hiện đều bằng nhau.

2

Câu hỏi tương tự

Nước từ mặt đập nhà máy thủy điện cao 80m chảy qua ống dẫn vào tuabin với lưu lượng 20 m 3 /s. Biết hiệu suất của tuabin k=0,6, tìm công suất phát điện của tuabin.

1

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