Question

what is the quotient of −920 divided by 40? which integer rule determines the sign of the quotient? a)23; the quotient of integers with unlike signs is positive. b)−23; the quotient of integers with unlike signs is negative. c)23; the sign of the quotient of integers with unlike signs is the sign of the number with the greater value. d)−23; the sign of the quotient of integers with unlike signs is the sign of the number with the greater absolute value.

Answer 1

Answer:

Option b, −23; the quotient of integers with unlike signs is negative.

Step-by-step explanation:

Given : -920 divided by 40.

To find : What is the quotient?

Solution :

We have to find the quotient which -920 is divided by 40.

i.e.  $\frac{-920}{40}= \frac{-92}{4}=-23$

So, The quotient is -23.

Negative sign because in division if any numerator or denominator one is negative and other is positive then the result is always negative or integers with unlike signs is negative.

$\frac{-ve}{+ve}=-ve$

Therefore, Option b is correct, −23; the quotient of integers with unlike signs is negative.

Answer 2

The answer is b. all you have to do is divid it. then you get the answer