use the numbers -5, -3, 1 and 6 to solve the ...
use the numbers -5, -3, 1 and 6 to solve the following problems.\nwhat is the greatest product you can make by multiplying two of the given numbers?\n15\nwhat is the least quotient you can make by dividing two of the given numbers?
Answer
# Explanation:
## Step1: Analyze products
We need to find all products of pairs of - 5, - 3, 1, 6. The possible products are: (-5)×(-3)=15, (-5)×1=-5, (-5)×6 = - 30, (-3)×1=-3, (-3)×6=-18, 1×6 = 6. The greatest product is 15.
## Step2: Analyze quotients
We need to find all quotients of pairs of - 5, - 3, 1, 6. The possible quotients are: (-5)÷(-3)=\frac{5}{3}, (-5)÷1=-5, (-5)÷6=-\frac{5}{6}, (-3)÷(-5)=\frac{3}{5}, (-3)÷1=-3, (-3)÷6=-\frac{1}{2}, 1÷(-5)=-\frac{1}{5}, 1÷(-3)=-\frac{1}{3}, 1÷6=\frac{1}{6}, 6÷(-5)=-\frac{6}{5}, 6÷(-3)=-2, 6÷1 = 6. The least quotient is - 5.
# Answer:
-5