One or More Initial Conditions Are Given for the Differential $y ^ { \prime } = 6 + 2 y ; y ( 0 ) = - 4 ; y ( 0 ) = - 2$

True/False

One or more initial conditions are given for the differential equation. Use the qualitative theory of autonomous differential equations to sketch the graphs of the corresponding solution. Include a yz-graph as well as a ty-graph. $y ^ { \prime } = 6 + 2 y ; y ( 0 ) = - 4 ; y ( 0 ) = - 2$ Do these graphs represent the situation?