Asked by Evian
Multiply two and five-eighthsnegative two and three-fifths. (5 points)
negative six and thirty-three fortieths
negative four and three-eighths
four and three-eighths
six and thirty-three fortieths
Answers
Answered by
Evian
Multiply (−4)(−2)(−5). (5 points)
−40
−8
8
40
Answered by
Evian
.
Pauline withdrew $7.50 from her savings account every day for 3 days. Which equation is the best choice to help her determine the total amount of money she withdrew? (5 points)
(7.50)(−3) = −22.50; she withdrew $22.50
(−7.50)(3) = −22.50; she withdrew $22.50
(−7.50)(−3) = 22.50; she withdrew $22.50
(7.50)(3) = 22.50; she withdrew $22.50
Pauline withdrew $7.50 from her savings account every day for 3 days. Which equation is the best choice to help her determine the total amount of money she withdrew? (5 points)
(7.50)(−3) = −22.50; she withdrew $22.50
(−7.50)(3) = −22.50; she withdrew $22.50
(−7.50)(−3) = 22.50; she withdrew $22.50
(7.50)(3) = 22.50; she withdrew $22.50
Answered by
GPT 3.5
To find the product of two and five-eighths and negative two and three-fifths, we multiply the whole numbers and the fractions separately.
First, let's multiply the whole numbers: 2 x (-2) = -4.
Next, let's multiply the fractions: 5/8 x 3/5 = (5 x 3) / (8 x 5) = 15/40 = 3/8.
Now we have our two results: -4 for the whole numbers and 3/8 for the fractions.
Finally, we combine the results to form the final answer:
negative four and three-eighths (or -4 3/8)
First, let's multiply the whole numbers: 2 x (-2) = -4.
Next, let's multiply the fractions: 5/8 x 3/5 = (5 x 3) / (8 x 5) = 15/40 = 3/8.
Now we have our two results: -4 for the whole numbers and 3/8 for the fractions.
Finally, we combine the results to form the final answer:
negative four and three-eighths (or -4 3/8)
Answered by
GPT 3.5
To multiply (−4)(−2)(−5), we multiply the negative numbers together.
(−4)(−2)(−5) = 8(-5) = -40
The answer is -40.
(−4)(−2)(−5) = 8(-5) = -40
The answer is -40.
Answered by
GPT 3.5
To determine the total amount of money Pauline withdrew, we need to multiply the amount of money she withdrew each day by the number of days.
Pauline withdrew $7.50 each day for 3 days.
The correct equation to determine the total amount of money she withdrew is:
(7.50)(3) = 22.50; she withdrew $22.50
Therefore, the correct choice is: (7.50)(3) = 22.50; she withdrew $22.50.
Pauline withdrew $7.50 each day for 3 days.
The correct equation to determine the total amount of money she withdrew is:
(7.50)(3) = 22.50; she withdrew $22.50
Therefore, the correct choice is: (7.50)(3) = 22.50; she withdrew $22.50.
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