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【简答题】
外疡总的发病机制是什么?
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参考答案:
举一反三
【简答题】如图,在菱形ABCD中,∠BAD=2∠B,AB=6cm,则AC=(    )cm。
【单选题】如图,在边长为6的菱形ABCD中,∠DAB=60°,以点D为圆心,菱形的高DF为半径画弧,交AD于点E,交CD于点G,则图形阴影部分的面积是( )
A.
18√3-9π
B.
18-3π
C.
9√3-9π/2
D.
18√3-3π
【简答题】如图,已知菱形ABCD的边长为6,∠BAD=60°,AC∩BD=O,将菱形ABCD沿对角线AC折起,得到三棱锥B-ACD,点M是棱BC的中点,DM=3 。 (1)求证:OM∥平面ABD; (2)求证:平面ABC⊥平面MDO; (3)求三棱锥M-ABD的体积。
【单选题】如图,菱形ABCD中,∠BAD=60°,M是AB的中点,P是对角线AC上的一个动点,若PM+PB的最小值是3,则AB长为 [     ]
A.
3
B.
C.
6
【单选题】如图,在菱形ABCD中,∠A=60°,E、F分别是AB、AD的中点.若EF=2,则菱形ABCD的边长为(  )
A.
4
B.
5
C.
6
D.
7
【单选题】what is gene?
A.
DNA that encodes specific protein
B.
RNA
C.
codon
D.
allele
【多选题】What are the major hurdles for the success of gene therapy?
A.
Short-lived nature – Before gene therapy can become a permanent cure for a condition, the therapeutic DNA introduced into target cells must remain functional & the cells containing the therapeutic DNA must be stable. Problems with integrating therapeutic DNA into the genome & the rapidly dividing nature of many cells prevent it from achieving long-term benefits. Patients require multiple treatments.
B.
Immune response – Any time a foreign object is introduced into human tissues, the immune system is stimulated to attack the invader. Stimulating the immune system in a way that reduces gene therapy effectiveness is possible.
C.
Multigene disorders – Some commonly occurring disorders, such as heart disease, high blood pressure, Alzheimer's disease, arthritis, & diabetes, are affected by variations in multiple genes, which complicate gene therapy.
D.
Some therapies may breach the Weismann barrier (between soma and germ-line) protecting the testes, potentially modifying the germline, falling afoul of regulations in countries that prohibit the latter practice.
【单选题】儿童几岁对不同的音高有反应,会注意持续音的音高,开始模仿声音?
A.
0-6个月
B.
6个月-1.5岁
C.
1.5岁-4岁
D.
4岁-8岁
【单选题】In wild-type flowering plants, carpel development is determined by what class of gene products?
A.
A gene products
B.
A + B gene products
C.
B + C gene products
D.
C gene products
E.
A + C gene products
【简答题】如图,菱形ABCD的边长为6,∠BAD=60°,AC∩BD=O.将菱形ABCD沿对角线AC折起,得到三棱锥B-ACD,点M是棱BC的中点, DM=3 2 . (Ⅰ)求证:OM ∥ 平面ABD; (Ⅱ)求证:平面ABC⊥平面MDO; (Ⅲ)求三棱锥M-ABD的体积.
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