Mathematics
Senior High
なんとなく⬇️のようになったのですが、合ってますか？
1. 曲線 y=2x+√ズーの漸近線の方程式を求めよ。
(>1)
y = 2 +
漸近線yad+bとおく。
a= lim 2xx+√²+
St
GIL I
y = 3x
x
√2²-1
2+√1-72²
= 3
(x+±1)
b=lim (2x+√x²³-1-3*
d
din(x+ √²-1)
x+√√x²=1+x
Answers
No answer yet
Were you able to resolve your confusion?
Users viewing this question
are also looking at these questions 😉
![(2)[1]の式はなぜこうなるのでしょうか？
解説お願いします🙏🏻 - 1](https://d1e9oo257tadp1.cloudfront.net/uploads/qa_question_image/file/1810073/thumb_l_webp_1717B3E3-8A84-49A5-82D1-466207496D96.webp?Expires=1787287061&Signature=LxXZOF4TtyGmtWY4~Kpc3HSU30PehdtKDqH5DLW9tbY2lsBFS5jSRKoD0fdIWsSJsqe2zRtv83COH5AhZ5Xxiwl4FpRbYlMVBnnsNWP6S95-o1ucfdmjn3t8qP5tx2DZMzbvgQD8VoWMwk~3toZgHgNb1Z12IbYM7gQvvyuIQ2rIi6tX3o57DdwpyVFRMBiH0wyWGqLasAwdf-NHjyVwpDe4S~5~fnQBW3hNb2acWWVKVWGAlGRrRxluOxIuK~VSqa1tUxS2nTee9np9tnqlfgoWX4qN25BmU2vaPBZYQHPRpEng0a~vKUo9hhHyDkKAwCycNJvg5WxBh~s0gSzvGw__&Key-Pair-Id=K2W722D70GJS8W&Expires=1787287061&Signature=srPD9yUw3jI69WuP6rIWXyAB0fKBQr4UGuolKIg2OMGEZxFUBRs-wL7T7NEO18Y~fCymyAXdrxVj7jGnpda9M~xKCAeWKwFL~gPT7Rs~18IMtzswQXjXKkNrraSwwyXeryHnf2HXRmafUdJNTKd0rWB-eEASXJYodBtuNp4EFJaEPf9DPqQjwV75m9K3MjXNIrhYmFOX1R99297DDY8X6pHR-1wo5Pn6nwlropH1A4ztGUq3XQstZS-EyhEN0443bke2-mZlV7zjCpKzDVWnGCRXJQN8OCsOqsHB8WGeIkH~m779-MnsSMfbhzCaMDSg3vT0XfrSiA~jTFa67bhKtg__&Key-Pair-Id=K2W722D70GJS8W)
Recommended
詳説【数学Ⅰ】第一章 数と式～整式・実数・不等式～
8998
117
詳説【数学Ⅰ】第二章 ２次関数（後半）～最大・最小・不等式～
6135
25
数学ⅠA公式集
5746
20
詳説【数学Ⅰ】第二章 ２次関数（前半）～関数とグラフ～
5156
18