Question: ANSWER #2 ONLY , THANK YOU DIFFERENTIAL EQUATIONS: ACTIVITY 1 Instructions: Use bond paper and block/dork blue bullpen. Write neatly. Submit solutions that have or

 ANSWER #2 ONLY , THANK YOU DIFFERENTIAL EQUATIONS: ACTIVITY 1 Instructions:

ANSWER #2 ONLY , THANK YOU

Use bond paper and block/dork blue bullpen. Write neatly. Submit solutions that

DIFFERENTIAL EQUATIONS: ACTIVITY 1 Instructions: Use bond paper and block/dork blue bullpen. Write neatly. Submit solutions that have or clear logical flow. Photo of solutions mut be well lighted and must not be blurred. Submit your work in a single pdf file in the Neo Dropbox before the indicated deadline and provide a copy of your work in your personal Portfolio at the some time. #1 Show that the following functions both satisfy the differential equation y' = x/y on the open interval (a, a), where a is any positive constant: (a) y = log x2, and (b) y = Vu2 x2. #2 Using an appropriate graphing calculator or app that you can find on the internet, show the graph of each of the functions in the previous problem, namely, (3)31 = Vaz x2, and (My 2 v'a2 x2 when a = 4. 3 #3 Verify that the function y = x? + i is a solution of the differential equation 2631' + y = x2. [5 this solution written in implicit form or in explicit form? Is this solution a general solution or _a__pa_r_'_t_i_g_u_l_a_r_ {or specific) solution

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