Graph the equation.x2 + 36y2 = 36

A.

B.

C.

D.


Answer: C

Mathematics

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Solve the initial value problem for y as a function of x.(64 - x2)  = 1, y(0) = 3

A. y =  ln  
B. y =  ln  + 3
C. y =  + 3
D. y =  ln  + 3

Mathematics

Find the product.(7a - 12)2

A. 49a2 - 168a + 144 B. 49a2 + 144 C. 7a2 + 144 D. 7a2 - 168a + 144

Mathematics

Solve. -  = 

A. 7
B. -4
C.
D. 4

Mathematics

Verify that the general solution satisfies the differential equation. Then find the particular solution that satisfies the initial condition.

?
General Solution: Differential equation: Initial condition:  and  when
 

A.  and , so ;
B.  and, so;
C.  and, so;
D.  and, so;
E.  and, so;

Mathematics