5.
如图所示,平行四边形ABCD中,顶点A,B,D在坐标轴上,AD=5,AB=9,点A的坐标为(-3,0),则点C的坐标为( )
| A. | (6,5) | B. | (9,4) | C. | (6,4) | D. | (9,5) |
4.下列计算错误的是( )
| A. | $\sqrt{14}$×$\sqrt{7}$=7$\sqrt{2}$ | B. | $\sqrt{60}$÷$\sqrt{5}$=2$\sqrt{3}$ | C. | $\sqrt{25a}$+$\sqrt{9a}$=8$\sqrt{a}$ | D. | 3$\sqrt{2}$-$\sqrt{2}$=3 |
1.$\sqrt{\frac{16}{81}}$的算术平方根的倒数是( )
| A. | ±$\frac{3}{2}$ | B. | $\frac{3}{2}$ | C. | $\frac{9}{4}$ | D. | $\frac{4}{9}$ |
20.下列运算中,正确的是( )
| A. | $\sqrt{9}$=±3 | B. | $\root{3}{-8}$=2 | C. | ±$\sqrt{9}$=3 | D. | ${(\root{3}{-8})}^{2}$=4 |
19.下面的实数中是无理数的个数是( )
-0.4,π,-|-4|,0,-$\frac{22}{7}$,-$\sqrt{9}$,$\sqrt{5}$,$\root{3}{\frac{1}{27}}$,4.262262226…(两个6之间依次增加一个“2”)
-0.4,π,-|-4|,0,-$\frac{22}{7}$,-$\sqrt{9}$,$\sqrt{5}$,$\root{3}{\frac{1}{27}}$,4.262262226…(两个6之间依次增加一个“2”)
| A. | 1个 | B. | 2个 | C. | 3个 | D. | 4个 |
18.
如图,在下面的条件中,不能判定l1∥l2的是( )
0 295336 295344 295350 295354 295360 295362 295366 295372 295374 295380 295386 295390 295392 295396 295402 295404 295410 295414 295416 295420 295422 295426 295428 295430 295431 295432 295434 295435 295436 295438 295440 295444 295446 295450 295452 295456 295462 295464 295470 295474 295476 295480 295486 295492 295494 295500 295504 295506 295512 295516 295522 295530 366461
| A. | ∠1=∠3 | B. | ∠2=∠3 | C. | ∠2+∠4=180° | D. | ∠4+∠5=180° |