Which shows two expressions that are equivalent to (–7)(–15)(–5)? (–7)(–75) and (–1)(525) (–1)(525) and (35)(–15) (35)(–15) and (115)(–5) (–1)(525) and (115)(–5)

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

Step-by-step explanation:

Here, the given expression is,

(-7)(-15)(-5),

Since, (-7)(-15)(-5) = -525   ( Because, (-) × (-) × (-) = (-) )

First option,

(-7)(-75) and (-1)(525)

= 525 and -525     ( Because, (-) × (-) = (+) and (-) × (+) = (-) )

⇒(-7)(-75)  ≠  (-7)(-15)(-5)

Second option,

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

= -525 and -525,

Thus, (-1)(525) =  (35)(-15) = (-7)(-15)(-5)

Third option,

(35)(-15) and (115)(-5)

= -525 and -575

⇒ -575 ≠  (-7)(-15)(-5)

Fourth option,

(-1)(525) and (115)(-5)

= -525 and -575

(115)(-5) ≠  (-7)(-15)(-5)

Hence, (-1)(525) and (35)(-15) are equivalent to the given expression.

31 since there 31 numbers before the equal sign

Step-by-step explanation: