6.
如图,在△ABC中,AD和BE是高,∠ABE=45°,点F是AB的中点,AD与FE、BE分别交于点G、H,∠CBE=∠BAD.有下列结论:①FD=FE;②AH=2CD;③BC•AD=$\sqrt{2}$AE2;④S△ABC=4S△ADF.其中正确的有( )
| A. | 1个 | B. | 2 个 | C. | 3 个 | D. | 4个 |
4.已知a是实数$\sqrt{10}$的整数部分,b是$\sqrt{10}$的小数部分,那么a-b值是( )
| A. | 3+$\sqrt{10}$ | B. | 3-$\sqrt{10}$ | C. | $\sqrt{10}$-3 | D. | 6-$\sqrt{10}$ |
2.我区某中学七年级一班40名同学为灾区捐款,共捐款2000元,捐款情况如表:
表格中捐款40元和50元的人数不小心被墨水污染已看不清楚、若设捐款40元的有x名同学,捐款50元的有y名同学,根据题意,可得方程组( )
| 捐款(元) | 20 | 40 | 50 | 100 |
| 人数 | 10 | 8 |
| A. | $\left\{\begin{array}{l}{x+y=22}\\{40x+50y=2000}\end{array}\right.$ | B. | $\left\{\begin{array}{l}{x+y=22}\\{50x+40y=2000}\end{array}\right.$ | ||
| C. | $\left\{\begin{array}{l}{x+y=22}\\{40x+50y=1000}\end{array}\right.$ | D. | $\left\{\begin{array}{l}{x+y=22}\\{50x+40y=1000}\end{array}\right.$ |
1.若a>b,则下列不等式正确的是( )
0 284609 284617 284623 284627 284633 284635 284639 284645 284647 284653 284659 284663 284665 284669 284675 284677 284683 284687 284689 284693 284695 284699 284701 284703 284704 284705 284707 284708 284709 284711 284713 284717 284719 284723 284725 284729 284735 284737 284743 284747 284749 284753 284759 284765 284767 284773 284777 284779 284785 284789 284795 284803 366461
| A. | a>-b | B. | a<-b | C. | 2-a>a-b | D. | -2a<-2b |