10.已知点(m,n)是正比例函数y=kx(k≠0)上的一点,当m增加2时,n就减小3,则k的值为( )
| A. | 2 | B. | -3 | C. | -$\frac{2}{3}$ | D. | -$\frac{3}{2}$ |
9.
如图,在△ABC中,AB=8,∠C=90°,∠A=30°,D、E分别为AB、AC边上的中点,则DE的长为( )
| A. | 2 | B. | 3 | C. | 2$\sqrt{3}$ | D. | 4 |
8.不等式组$\left\{\begin{array}{l}{x≤-2}\\{x+5>0}\end{array}\right.$的解集是( )
| A. | x≤-2 | B. | x>-5 | C. | -3<x≤-2 | D. | -5<x≤-2 |
7.
如图,OE是∠AOB的平分线,CD∥OB交OA于点C,交OE于点D,∠ACD=40°,则∠CDO的度数是( )
| A. | 10° | B. | 20° | C. | 30° | D. | 40° |
5.计算:
(1)(π-3.14)0-($\frac{1}{2}$)-2+($\frac{1}{3}$)2012×(-3)2012
(2)(a2)6÷a8+(-2a)2(-$\frac{1}{2}$a2)
(1)(π-3.14)0-($\frac{1}{2}$)-2+($\frac{1}{3}$)2012×(-3)2012
(2)(a2)6÷a8+(-2a)2(-$\frac{1}{2}$a2)
4.
如图,在△ABC中,CD⊥AB,垂足为D,点E在BC上,EF⊥AB,垂足为F.如果∠1=∠2,且∠3=115°,则∠ACB的度数是( )
| A. | 100° | B. | 115° | C. | 105° | D. | 120° |
3.
如图,在下列条件中,不能证明△ABD≌△ACD的是( )
0 288431 288439 288445 288449 288455 288457 288461 288467 288469 288475 288481 288485 288487 288491 288497 288499 288505 288509 288511 288515 288517 288521 288523 288525 288526 288527 288529 288530 288531 288533 288535 288539 288541 288545 288547 288551 288557 288559 288565 288569 288571 288575 288581 288587 288589 288595 288599 288601 288607 288611 288617 288625 366461
| A. | BD=DC,AB=AC | B. | ∠ADB=∠ADC,BD=DC | C. | ∠B=∠C,∠BAD=∠CAD | D. | ∠B=∠C,BD=DC |