Which shows two expressions that are equivalent to (Negative 7) (Negative 15) (Negative 5) ?

(Negative 7) (Negative 75) and (Negative 1) (525)

(Negative 1) (525) and (35) (Negative 15)

(35) (Negative 15) and (115) (negative 5)

(Negative 1) (525) and (115) (negative 5)

-525 and (35) (-15)

Step-by-step explanation:

You can calculate the result of this expression as follows:

(-7) (-15) (-5) = (-1) ³ (7*15*5) = - (7*15*5) = -525

as, (-1) ^n=1 if n is even and (-1) ^n=-1 if n is odd.

We already saw that - 525 is equivalent to the expression. Furthermore:

(-7) (-15) (-5) = (-15) (-7) (-5) = (-15) (-1) ² (7*5) = (-15) (7*5) = (-15) (35).

so the second expression is also equivalent.

You can discard the third and fourth answers because 115*5=575≠525. The first one is also discarded, because (-7) (75) = 525≠-525.

(-1) (525) and (35) (-15)

Step-by-step explanation:

above me is incorrect