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修改四处题面

This commit is contained in:
wangweiye7840 2023-10-09 14:47:25 +08:00
parent 2c6edd4740
commit afbaffdd33
1 changed files with 12 additions and 8 deletions
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20
题库0.3/Problems.json
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@ -273685,7 +273685,7 @@
},
"010109": {
"id": "010109",
"content": "求下列各式中$x$的值(其中$x>0$):\n(1) $x^3=27$;\\\\\n(2) $x^4=121$;\\\\\n(3) $x^\\frac 32=1000$;\\\\\n(4) $x^{-\\frac 43}=\\dfrac{16}{625}$.",
"content": "求下列各式中$x$的值(其中$x>0$):\\\\\n(1) $x^3=27$;\\\\\n(2) $x^4=121$;\\\\\n(3) $x^\\frac 32=1000$;\\\\\n(4) $x^{-\\frac 43}=\\dfrac{16}{625}$.",
"objs": [
"K0203002B",
"K0201004B"
@ -273700,7 +273700,8 @@
"usages": [],
"origin": "新教材必修第一册习题",
"edit": [
"20220806\t王伟叶"
"20220806\t王伟叶",
"20231009\t王伟叶"
],
"same": [],
"related": [],
@ -273951,7 +273952,7 @@
},
"010119": {
"id": "010119",
"content": "求下列各式的值:\\\\\n(1) $\\log_2(2\\times 3\\sqrt 2)$;\\\\\n(2) $\\log_{21}3+\\log_{21}7$;\\\\\n(3) $\\log_5\\sqrt 6-\\dfrac 12\\log_5 150$;\\\\\n(4) $3^{\\log_31}+\\log_248-\\log_23$;\\\\\n(5) $3\\log_3\\dfrac 32-\\log_3\\dfrac 74+\\dfrac 12\\log_34+\\log_37$.",
"content": "求下列各式的值:\\\\\n(1) $\\log_2(2\\times \\sqrt[3]{2})$;\\\\\n(2) $\\log_{21}3+\\log_{21}7$;\\\\\n(3) $\\log_5\\sqrt 6-\\dfrac 12\\log_5 150$;\\\\\n(4) $3^{\\log_31}+\\log_248-\\log_23$;\\\\\n(5) $3\\log_3\\dfrac 32-\\log_3\\dfrac 74+\\dfrac 12\\log_34+\\log_37$.",
"objs": [
"K0204002B",
"K0205002B"
@ -273966,7 +273967,8 @@
"usages": [],
"origin": "新教材必修第一册习题",
"edit": [
"20220806\t王伟叶"
"20220806\t王伟叶",
"20231009\t王伟叶"
],
"same": [],
"related": [],
@ -524962,7 +524964,7 @@
},
"020374": {
"id": "020374",
"content": "求下列各式的值:\\\\\n(1) $\\log_525$;\\\\\n(2) $\\log_{\\dfrac 13} 27$;\\\\\n(3) $\\log_4 \\sqrt 2$;\\\\\n(4) $2^{\\log_23}$.",
"content": "求下列各式的值:\\\\\n(1) $\\log_525$;\\\\\n(2) $\\log_{\\frac 13} 27$;\\\\\n(3) $\\log_4 \\sqrt 2$;\\\\\n(4) $2^{\\log_23}$.",
"objs": [],
"tags": [
"第二单元",
@ -524975,7 +524977,8 @@
"usages": [],
"origin": "2025届高一校本作业必修第三章试题23",
"edit": [
"20221223\t王伟叶"
"20221223\t王伟叶",
"20231009\t王伟叶"
],
"same": [],
"related": [],
@ -525521,7 +525524,7 @@
},
"020398": {
"id": "020398",
"content": "若$3^a=3 x$, $3^b=3 y$, 则$\\log_9 x y=$\\blank{50}.(用$a, b$表示)",
"content": "若$3^a=3 x$, $3^b=3 y$, 则$\\log_9 (xy)=$\\blank{50}.(用$a, b$表示)",
"objs": [],
"tags": [
"第二单元",
@ -525534,7 +525537,8 @@
"usages": [],
"origin": "2025届高一校本作业必修第三章试题47",
"edit": [
"20221223\t王伟叶"
"20221223\t王伟叶",
"20231009\t王伟叶"
],
"same": [],
"related": [],