cxm1970_1991 发表于 2021-12-3 10:26:20

mathcad15帮助示例,考到文档中不一样?

本帖最后由 cxm1970_1991 于 2021-12-3 11:52 编辑

为什么帮助文件考到新建文件中变化了?那位大咖帮解迷津。data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKsAAAARCAYAAACiuVwKAAAERElEQVRoBe1YgZGjMAykLgqiHqqhmRTDeyUtlo0FJpf8Jf9k5i4G29JqtRImw3p/bga+hIHhS3DeMG8G1lustwi+hoFbrF+TqhvoXxbrsk7DsE7LGfFYN631smXq2Xtm+9n5Xuxn9g/sPOZ1HMZ1fsBGWjfOqwzPTD413+ZYTC3TOmw4Hus8Dukaf8TWdviYx3Uokmt7i3vcez2+14k1BdjERGyJdgZ9vA4kNkiRRP6WWHuxb8E+MUDclSAk5n3RPmG82hJwjFVFweBysuJJ5ZOaxRAUkAgV+HfJVe5GrcASx8X4XiRWBbTDWUJLV5qQo3VR91zmeZ3/ic66IyXfqIQiE+hyR4Tl3d2jiOPNXyBIFXJcPPvOqpCi+5u/zviyWEFKArmglacKQSWwWnxVSHVJB2AV5a4jjwo6lkcJOoWvRorV7fHEIFn+mvRb1z4kmWvx3fJNIaROAUyAuY9FjTDuS9i9T+NHeKv9pqLLj3r4c1zIvvqpgvn6nuJ86n/EMY0J3kCQJ3sjUYJnryG60u/++EysfASZUQHsxwbegy2CoggNRjhHP0a+rMuJaAebgpn19Nol1qZv+mWBJZxYx8LY7cnJeiyLnRtpo4Udc604uId+eZ3XSsEUBZ7nmNQ47lro1hwgetqkkS019bmyWoCiC/aiCcSiA6Vt29F9eo7ik2ZhhY+1ubP6hEXjbF075vYSpElgjADXDqpcVx8LmvuW9Pi3t4woKMLCd9OGTlQdzXZtHTELVASUSCpjOMJedociOcKlE2BxDZvRnOE7iikv6R6F/JifUKgdL3xF3DUi8MzmUM1FmH4oVk2YBoQxE1wmMgZdrusRK4XjgZciKiMPfRciwZ4oFtqz+SBG7meBSqe2LjBse5Kt2q+/lrF7afRzhCEmouJ/rrM+w98yMdcOWDUMuT8QKky8RawlGCSTAVQirElP15O0x2pd9cJV2q+YSJc9nbUlDvFdYSp9lbHMbOXik53vCHuaC7pGC08+s5rYuLfCSAa64ubik+8y7tZiz4XOY48vSs3lfm9k+wx/NO8bFLzZMSBX6LT4sZ1DeAYSMt25CPeNaDgU44xqe7zivop6W2OPvnxtood9Jm7PRUOsKqDdo2vnO8dELCqiVixmk13S4slYVbz5Gti9/WzTc6l+3TrG6TlNL1Kj+GUTAAnYw4JpkHL11gnHykv2n+NkXIpFhJmwMt04z27i2m4qONiIu3kc32Yv+cEnn1nV7q//R2BVrKeY8LPW+348P3WfFjzWJRV58YEorgZSGLALiOAVdpztQ47hj4Xk9jSHKUZ7921O82bUcWX+IL6PF6ueBXs7iXaqF+eSHHd/Ixl158C9H+OSrpu7XDeg04V4ekQcH805w92iPsjRxfg+rrMqHQjwHUlyZL90qAnxnaAW73V3EM07OTjgWEQUiflKJMpLm4vr8X2oWK8Qcq/9Xxj4A6EoqCAr9BepAAAAAElFTkSuQmCC,data:image/png;base64,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