5.计算:|1-$\sqrt{5}$|+|3-$\sqrt{5}$|-|3.14-π|=( )
| A. | 0.86-2$\sqrt{5}$+π | B. | 5.14-π | C. | 2$\sqrt{5}$-7.14+π | D. | -1.14+π |
2.梯形ABCD对角线交于O,AB∥CD,S△BAC:S△AOB=3:1,则,S△AOB:S△COD( )
| A. | 3:1 | B. | 1:2 | C. | 1:4 | D. | 1:9 |
1.
如图,在△ABC中,∠C=90°,∠B=15°,AB的垂直平分线交BC于D,BD=16cm,则AC的长为( )
| A. | 8$\sqrt{3}$cm | B. | 16cm | C. | 8cm | D. | 12$\sqrt{3}$cm |
20.已知反比例函数y=-$\frac{2}{x}$,下列结论不正确的是( )
| A. | 图象必经过点(-1,2) | B. | y随x的增大而增大 | ||
| C. | 图象在第二、四象限内 | D. | 若x>1,则y>-2 |
19.
如图,在△ABC中,点D,E分别在边AB,AC上,AD=2.4cm,BD=3.6cm,AE=4cm,下列条件中,能说明△ABC∽△ADE的条件是( )
| A. | BC=6cm | B. | CE=6cm | C. | CE=8cm | D. | AC=12cm |
17.已知点(a+1,y1),(a-2,y2)都在函数y=x2-2ax+b的图象上,则( )
| A. | y1<y2 | B. | y1>y2 | C. | y1=y2 | D. | 不确定 |
16.化简$\frac{1}{x}$÷$\frac{1}{{x}^{2}+x}$的结果是( )
0 286342 286350 286356 286360 286366 286368 286372 286378 286380 286386 286392 286396 286398 286402 286408 286410 286416 286420 286422 286426 286428 286432 286434 286436 286437 286438 286440 286441 286442 286444 286446 286450 286452 286456 286458 286462 286468 286470 286476 286480 286482 286486 286492 286498 286500 286506 286510 286512 286518 286522 286528 286536 366461
| A. | x-1 | B. | x+1 | C. | $\frac{x-1}{x}$ | D. | $\frac{x}{x-1}$ |