combine like terms 11/14a-1/15b+1/14a-11/15b

1 answer

11/14a-1/15b+1/14a-11/15b

12/14a - 12/15b = 6/7a - 4/5b

Similar Questions

combine like terms (simplify)11/14a - 1/15b + 1/14a - 11/15b would the correct answer be 12/14a + 10/15b

Top answer: Watch your + and - signs. 12/14a is correct -- but should be simplified to 6/7a Your other term is Read more.
combine like terms (simplify)11/14a-1/15b+1/14a-11/15b

Top answer: 11/14a + 1/14a = 12/14a -1/15b - 11/15b = -12/15b Read more.
original question11/14a - 1/15b + 1/14a - 11/15b is this answer correct 12/14a + 12/15b

Top answer: No. We can't add two negatives and get a positive. You also need to simplify (reduce) the fractions. Read more.
Is this correct-3a^2b/35a^5 * 14a^3b^2/-9b^4= -42ab/-315a^5b^4 you need to simplify and i belive your exponents on your

Top answer: To simplify the expression (-3a^2b/35a^5) * (14a^3b^2/-9b^4), we can follow these steps: 1. Combine Read more.
Find the sum. Express your answer in simplest form.(14a^2 / 2b) + (3a / 2b) a) 14a^2 + 3a / 4b b) 11a^2 /2b c) 14a^2 + 3a / 2b

Top answer: (14a^2 + 3a)/ 2b is an answer, but that is not what you wrote for (c). Read more.
1. A packing box with a height of 15 inches needs to contain more than 2,520 in³. How would you model this situation with an

Top answer: A)2,520 ≥ 15b C)0.7 > 0.63h B)h < 60 m D)b > 2 1/2 in² C)w ≤ 3/4 in Read more.
should the correct be 12/14a - 10/15bis this correct sue

Top answer: The original problem: 11/14a - 1/15b + 1/14a - 11/15b No, your answer is not right. Please see my Read more.
Which statement is true for the expression 6a + 15b − 4a − 8c?Answer A. It can be written as 6a + 15b − 8c − 4a by using

Top answer: The correct answer is A. It can be written as 6a + 15b − 8c − 4a by using the addition property Read more.
Simplify 5/14a+−2/5c+18b−2/5c+3/8b+7/14a .(1 point)

Top answer: To simplify the expression, we can group like terms: 5/14a + (-2/5c) + 18b + (-2/5c) + 3/8b + 7/14a Read more.
Simplify 5/14a+−2/5c+1/8b−2/5c+3/8b+7/14a .(1 point)

Top answer: To simplify the expression, we can rearrange the terms by grouping the like terms together. First, Read more.