1/5单选题
难度：
1.
二次函数y=ax2+bx+c的图象如图所示，图象在x轴的下方部分，x的取值范围为（ ）
| A | x＜-1或x＞3 |
| B | -1＜x＜3 |
| C | x≤-1或x≥3 |
| D | -1≤x≤3 |
- 提示1：
- PHA+5ZyoeOi9tOS4i+aWue+8jOWwseaYr+aJvnkmbHQ7MOeahOWbvuWDj++8jOWvueW6lHjnmoTojIPlm7Q8L3A+
正确答案：Qg==
PGRpdj48cD48YnI+PC9wPjxwPuino++8muKIteWbvuixoeWcqHjovbTnmoTkuIvmlrnpg6jliIbvvIw8YnI+4oi0eOeahOWPluWAvOiMg+WbtOS4ui0x77yceO+8nDPvvI48YnI+5pWF6YCJQjwvcD48L2Rpdj4=
2/5单选题
难度：
2.
已知一次函数y1=kx+m和二次函数y2=ax2+bx+c的图象如图所示，它们有两个交点A（1，1），B（6，5），那么能够使得y1＞y2的自变量x的取值范围是( )
| A | 1＜x＜6 |
| B | 1>x或x>6 |
| C | 1>x |
| D | x＜6 |
- 提示1：
- PHA+eTxzdWI+MTwvc3ViPu+8nnk8c3ViPjI8L3N1Yj7nmoToh6rlj5jph49455qE5Y+W5YC86IyD5Zu077yM5LuO5Zu+5LiK55yL5bCx5piv5LiA5qyh5Ye95pWw5Zu+6LGh5Zyo5LqM5qyh5Ye95pWw5Zu+6LGh5LiK5pa55pe277yM5qiq5Z2Q5qCHeOeahOWPluWAvOiMg+WbtDwvcD4=
正确答案：QQ==
PGRpdj48cD7op6PvvJp5PHN1Yj4xPC9zdWI+77yeeTxzdWI+Mjwvc3ViPueahOiHquWPmOmHj3jnmoTlj5blgLzojIPlm7TvvIzku47lm77kuIrnnIvlsLHmmK/kuIDmrKHlh73mlbDlm77osaHlnKjkuozmrKHlh73mlbDlm77osaHkuIrmlrnml7bvvIzmqKrlnZDmoId455qE5Y+W5YC86IyD5Zu077yM5LuO5Zu+5LiK55yL5b2TMe+8nHjvvJw25pe25LiA5qyh5Ye95pWw5Zu+6LGh5Zyo5LqM5qyh5Ye95pWw5Zu+6LGh5LiK5pa577yM5omA5LulMe+8nHjvvJw2PC9wPjwvZGl2Pg==
3/5单选题
难度：
3.
已知二次函数y=4x2-4x-3的图象如图所示，
，则函数值( )
| A |
|
| B |
|
| C |
|
| D |
|
- 提示1：
- PHA+55yLPGltZyBzcmM9Imh0dHBzOi8vcDEucWluZ2d1by5jb20vRzEvTTAwL0ZELzVGL3JCQUNGRk1KNU4zQWphYjZBQUFDSXdPeWJONDAwOS5wbmciIGRhdGEtY2tlLXNhdmVkLXNyYz0iaHR0cHM6Ly9wMS5xaW5nZ3VvLmNvbS9HMS9NMDAvRkQvNUYvckJBQ0ZGTUo1TjNBamFiNkFBQUNJd095Yk40MDA5LnBuZyIgaGVpZ2h0PSI0MiIgd2lkdGg9Ijg1Ij7lnKjlm77lg4/kuIrlr7nlupTnmoTpg6jliIY8L3A+
正确答案：QQ==
PGRpdj48aW1nIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMDMvRDgvckJBQ0ZGTU92LVRENjVkeUFBQUphMzA3TFVrNjkzLnBuZyIgZGF0YS1ja2Utc2F2ZWQtc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC8wMy9EOC9yQkFDRkZNT3YtVEQ2NWR5QUFBSmEzMDdMVWs2OTMucG5nIiBhbHQ9IiIgc3R5bGU9IndpZHRoOiA1MzhweDsgaGVpZ2h0OiA2NnB4OyI+PC9kaXY+
4/5单选题
难度：
4.
若二次函数y1=ax2+bx+c与一次函数y2=kx+f的图象如图，当y1＜y2时，关于x的取值范围，有可能是下列不等式组解中的哪一个（ ）
| A |
|
| B |
|
| C |
|
| D |
|
- 提示1：
- PHA+5qC55o2u5LqM5qyh5Ye95pWw5LiO5LiN562J5byP77yI57uE77yJ55qE5YWz57O777yM57uT5ZCI5Zu+6LGh77yM5b6X5Ye6eTxzdWI+MTwvc3ViPu+8nHk8c3ViPjI8L3N1Yj7ml7bvvIx455qE5Y+W5YC86IyD5Zu05pivLTHvvJx477ycMe+8m+WGjeaJvuWIsOS4jeetieW8j+e7hOS4reino+S4ui0x77yceO+8nDHnmoTpgInpobnvvIzljbPlj6/msYLop6M8L3A+
正确答案：QQ==
PGRpdj48cD7op6PvvJrnlLHlm77lvaLlj6/ku6XnnIvlh7rvvJo8YnI+5oqb54mp57q/eTxzdWI+MTwvc3ViPj1heDxzdXA+Mjwvc3VwPitieCtj5ZKM5LiA5qyh5Ye95pWweTxzdWI+Mjwvc3ViPj1reCtm77yIa+KJoDDvvInnmoTkuqTngrnmqKrlnZDmoIfliIbliKvkuLotMe+8jDHvvIw8YnI+5b2TeTxzdWI+MTwvc3ViPu+8nHk8c3ViPjI8L3N1Yj7ml7bvvIx455qE5Y+W5YC86IyD5Zu05q2j5aW95Zyo5Lik5Lqk54K55LmL6Ze077yM5Y2zLTHvvJx477ycMe+8jjxicj7ogIzpgInpobnkuK3lj6rmnIlB55qE5LiN562J5byP57uE55qE6Kej5Li6LTHvvJx477ycMe+8jjxicj7mlYXpgIlBPC9wPjwvZGl2Pg==
5/5单选题
难度：
5.
已知
，且y≤|x|，则x的取值范围是（ ）
| A | x≤9 |
| B | x≥-6 |
| C |
|
| D | 2≤x≤9或-6≤x≤-3 |
- 提示1：
- PHA+55S75Ye6PGltZyBzcmM9Imh0dHBzOi8vcDIucWluZ2d1by5jb20vRzEvTTAwLzIwLzM5L3JCQUNFMU1KNGZyZ1FPMkZBQUFCa3lQdUxzczg0MC5wbmciIGRhdGEtY2tlLXNhdmVkLXNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMjAvMzkvckJBQ0UxTUo0ZnJnUU8yRkFBQUJreVB1THNzODQwLnBuZyIgaGVpZ2h0PSIyMSIgd2lkdGg9IjQ4Ij7nmoTlm77lg4/vvIzogIPomZE8aW1nIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMjAvMzkvckJBQ0UxTUo0ZnJnUU8yRkFBQUJreVB1THNzODQwLnBuZyIgZGF0YS1ja2Utc2F2ZWQtc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC8yMC8zOS9yQkFDRTFNSjRmcmdRTzJGQUFBQmt5UHVMc3M4NDAucG5nIiBoZWlnaHQ9IjIxIiB3aWR0aD0iNDgiPueahOWbvuWDj+WcqDxpbWcgc3JjPSJodHRwczovL3AxLnFpbmdndW8uY29tL0cxL00wMC9GRC80Ri9yQkFDRkZNSjRmclJvSmtpQUFBQ3VuRFR0WjA1OTQucG5nIiBkYXRhLWNrZS1zYXZlZC1zcmM9Imh0dHBzOi8vcDEucWluZ2d1by5jb20vRzEvTTAwL0ZELzRGL3JCQUNGRk1KNGZyUm9Ka2lBQUFDdW5EVHRaMDU5NC5wbmciIGhlaWdodD0iNDIiIHdpZHRoPSIxMjgiPuS4iuaWueaXtu+8jOaJgOWvueW6lHjnmoTojIPlm7Q8L3A+
正确答案：RA==
<div><img src="https://p2.qingguo.com/G1/M00/20/39/rBACE1MJ4fqzgDoFAAAEEylhvAI999.png" data-cke-saved-src="https://p2.qingguo.com/G1/M00/20/39/rBACE1MJ4fqzgDoFAAAEEylhvAI999.png" height="42" width="257"><p align="left">求出交点坐标x<sub>1</sub>=2,x<sub>2</sub>=9,x<sub>3</sub>=-6,x<sub>4</sub>=-3<br></p><p align="left"><img src="data:image/png;base64,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" 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" alt=""><br></p><p align="left">由图像得2≤x≤9或-6≤x≤-3<br></p></div>