Chủ đề liên quan
Sản phẩm của ngành này sau đó là nguyên vật liệu đa phần của ngành công nghiệp thực phẩm?
Cho bảng số liệu:
SẢN LƯỢNG ĐIỆN CỦA IN-ĐÔ-NÊ-XI-A NĂM 2010 VÀ NĂM 2016 (Đơn vị: tỉ kwh)
Năm | 2010 | 2015 | 2016 |
---|
Sản lượng điện | 17,5 | 23,9 | 25,1 |
(Nguồn: Niên giám đo đếm nước Việt Nam 2017, NXB Thống kê, 2018)
Theo bảng số liệu, sản lượng năng lượng điện của In-đô-nê-xi-a năm năm nhâm thìn đối với năm 2010 tăng
Cho bảng số liệu:
TỐC ĐỘ TĂNG TRƯỞNG SẢN LƯỢNG THAN, ĐIỆN CỦA ẤN ĐỘ GIAI ĐOẠN 2010 - 2017
(Đơn vị; %)
Năm | 2010 | 2017 |
---|
Than | 100 | 154 |
Điện | 100 | 127 |
(Nguồn: Niên giám đo đếm nước Việt Nam 2019, NXB Thống kê, 2020)
Căn cứ bảng số liệu, đánh giá này tại đây đích thị về vận tốc phát triển sản lượng than thở, năng lượng điện của bấm Độ năm 2010 và năm 2017?
A
Điện tăng nhanh chóng rộng lớn than thở.
B
Than và năng lượng điện đều ko tăng.
C
Than tăng nhanh chóng rộng lớn năng lượng điện.
D
Điện tăng nhanh chóng, than thở ko tăng
Ngành này tại đây cung ứng nguyên vật liệu mang lại ngành công nghiệp chế phát triển thành thực phẩm?
Than là nhiên liệu của ngành này sau đây?
Ngành công nghiệp phân bổ càng ngày càng hợp lý và phải chăng rộng lớn nhờ yếu tố này sau đây?
A
Tiến cỗ khoa học tập kỹ năng.
B
Trình chừng người làm việc.
C
Sự cải cách và phát triển của khu đô thị.
Nhân tố này sau đó là hạ tầng nhằm xây cất cơ cấu tổ chức ngành công nghiệp nhiều dạng?
C
Khoáng sản và thị ngôi trường.
D
Vị trí địa lí và loại vật.
Sự phân bổ của ngành công nghiệp chế phát triển thành tùy theo yếu tố này sau đây?
A
Khoáng sản và làm việc.
B
Lao động và thị ngôi trường.
C
Nguồn nước và loại vật.
D
Nguồn làm việc và địa điểm.
Nhân tố này tác động đưa ra quyết định tới sự cải cách và phát triển và phân bổ công nghiệp?
Phát biểu này tại đây không đích thị với Điểm lưu ý của trung tâm công nghiệp?
C
Gắn với những khu đô thị rộng lớn.
Khu công nghiệp triệu tập với Điểm lưu ý này sau đây?
Hình thức tổ chức triển khai bờ cõi công nghiệp này tại đây với quy tế bào nhỏ nhất?
Phát biểu này tại đây không nên là Điểm lưu ý của vùng công nghiệp?
A
Không với côn trùng contact Một trong những ngành.
C
Có ngành trình độ chuyên môn hóa.
D
Có nhiều điểm công nghiệp.
Cho bảng số liệu:
SẢN LƯỢNG DẦU THÔ KHAI THÁC CỦA VIỆT NAM GIAI ĐOẠN năm nhâm thìn – 2019
Năm | 2016 | 2017 | 2018 | 2019 |
---|
Sản lượng dầu thô | 17 | 15 | 14 | 13 |
(Đơn vị: triệu tấn)
(Nguồn: Niên giám đo đếm nước Việt Nam 2018, NXB Thống kê, 2019)
Căn cứ bảng số liệu, đánh giá này tại đây đích thị về sản lượng dầu thô khai quật của nước Việt Nam tiến độ năm nhâm thìn – 2019?
Cho biểu loại
CƠ CẤU GDP PHÂN THEO NGÀNH KINH TẾ CỦA BRU-NÂY NĂM 2010 VÀ 2018
(Đơn vị: %)
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)
(Nguồn: Niên giám đo đếm nước Việt Nam 2017, NXB Thống kê, 2018)
Căn cứ biểu loại, đánh giá này tại đây đích thị về việc thay cho thay đổi tỉ trọng GDP phân theo đòi ngành kinh tế tài chính của
Bru-nây năm 2010 và năm 2018?
A
Nông - lâm - thủy sản hạn chế, công ty tăng.
B
Công nghiệp - xây cất hạn chế, công ty hạn chế.
C
Công nghiệp - xây cất tăng, công ty tăng.
D
Nông - lâm - thủy sản tăng, công ty tăng.
Vai trò chủ yếu của ngành phát triển công nghiệp được thể hiện nay
A
cung cung cấp đa số tư liệu phát triển.
B
thúc đẩy phát triển kinh tế tài chính.
C
sản xuất đi ra nhiều thành phầm mới mẻ.
D
khai thác hiệu suất cao khoáng sản vạn vật thiên nhiên.
Nhân tố đương nhiên cần thiết nhất tác động cho tới sự cải cách và phát triển và phân bổ ngành công nghiệp là
Phát biểu này tại đây không đúng với Điểm lưu ý của công nghiệp?
A
Sản xuất công nghiệp bao hàm nhì tiến độ.
B
Sản xuất công nghiệp với tính triệu tập cao chừng.
C
Sản xuất công nghiệp tùy theo ĐK đương nhiên.
D
Sản xuất công nghiệp được cắt cử cẩn thận và với sự kết hợp thân ái nhiều ngành.
Tính hóa học triệu tập cao chừng nhập công nghiệp được thể hiện nay rõ rệt ở việc
A
làm đi ra tư liệu phát triển và thành phầm chi tiêu và sử dụng.
B
phân phối thành phầm công nghiệp bên trên thị ngôi trường.
D
tập trung nhiều điểm công nghiệp và xí nghiệp sản xuất công nghiệp.
Tính hóa học nhì tiến độ của ngành phát triển công nghiệp là vì