what are two fractions both not positive who has a product of 5/8
(-5/10) times (-5/4) because -5(-5) equals 25, and that would be the numerator, then -10(-4) equals 40, so the new fraction is 25 over 40 (25/40). Simplify this (divide both numerator and denominator by 5) and you have the fraction 5/8. Hope I helped c:
I dont have an answer lol but whoever responded and have the answer ty cus i needed it <3
i dont have the answer but whoever responded with the answer ty cus i needed it. ion care if im cheating on this math hw <3
(-5/10)(-5/4)
(-17/13)(-65/136)
thanks for helping me cheat on my test👿.
To find two fractions whose product is 5/8 and that are not positive, we can make use of the fact that multiplying a positive fraction by a negative fraction gives a negative product.
Since the product we're looking for is positive (5/8), we need to express it as the product of a positive fraction and a negative fraction.
Let's start by selecting a positive fraction. We could choose 1 as a simple option. So, we have 1/1 * (negative fraction) = 5/8.
To solve for the negative fraction, we need to multiply both sides of the equation by 8. This gives us 8/1 * (negative fraction) = 5.
Now, we can see that the negative fraction will be the reciprocal of 8/1, which is -1/8. Multiplying this negative fraction by 8/1 gives us (-1/8) * (8/1) = -1.
Thus, the two fractions that satisfy the condition are 1 and -1/8, which have a product of 5/8.