The equation for a straight line​ (deterministic model) is y=β0+β1x.   If the line passes through the point (−5,5)​, then x=−5​, y=5 must satisfy the​ equation; that​ is, 5=β0+β1(−5).   ​Similarly, if the line passes through the point (2,11)​, then x=2​, y=11 must satisfy the​ equation; that​ is, 11=β0+β1(2).   Use these two equations to solve for β0 and β1​; then find the equation of the line that passes through the points (−5,5) and (2,11).       Find β0 and β1.   β1=enter your response here β0=enter your response here ​(Simplify your answers. Type integers or simplified​ fractions.)

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