Which of the following equations have infinitely many solutions? choose all answers that apply: choose all answers that apply: (choice a) a x-37=x-37x−37=x−37x, minus, 37, equals, x, minus, 37 (choice b) b 73x-37=73x-3773x−37=73x−3773, x, minus, 37, equals, 73, x, minus, 37 (choice c) c 37x-37=37x-3737x−37=37x−3737, x, minus, 37, equals, 37, x, minus, 37 (choice d) d 74x-37=74x-3774x−37=74x−37

All options are correct.

Step-by-step explanation:

In option (A), the given equation is

Add 37 on both sides.

Subtract x from both sides.

LHS=RHS for all values of x. It means equation x-37=x-37 has infinite many solutions.

Similarly.

In option (B), the given equation is

LHS=RHS for all values of x. It means equation 73x-37=73x-37 has infinite many solutions.

In option (C), the given equation is

LHS=RHS for all values of x. It means equation 37x-37=37x-37 has infinite many solutions.

In option (D), the given equation is

LHS=RHS for all values of x. It means equation 74x-37=74x-37 has infinite many solutions.

Therefore, all options are correct.