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Question 197872: A rectangular pen has a length of 3 feet greater than its width. If both dimensions are increased by 5 feet, which expression gives the resulting increase in area?
a. 10x + 40
b. 13x + 40
c. x2 + 13x + 40
d. x2 + 10x =40
My attempt: area = length x width
original pen would be x(x+3)=x2+3x
new pen would be (x+5)(x+8)=x2+13x+40
However answer sheet says correct answer is A.
Thank you
Click here to see answer by josmiceli(9671)  |
Question 198040: I need to find the sum or difference with unlike denominators
1. (y+2)/ (y^2+5y+6) + (2-y)/(y^2+y-6)
I did (y+2)/(y+3)(y+2) + (2-y) /(y+3)(y-2)
I crossed out the y+2 and the y-2 and then left with 1/(y+3)(y+3) = 1/2y+6
2. (1)/(X) + (7)/(3x)
I times 1/x by 3/3 and got 1/x.3/3 + 7/3x.1/1 = 10/6x^2
Please help....I'm very confused
Thanks,
JC
Click here to see answer by user_dude2008(1861) |
Question 198040: I need to find the sum or difference with unlike denominators
1. (y+2)/ (y^2+5y+6) + (2-y)/(y^2+y-6)
I did (y+2)/(y+3)(y+2) + (2-y) /(y+3)(y-2)
I crossed out the y+2 and the y-2 and then left with 1/(y+3)(y+3) = 1/2y+6
2. (1)/(X) + (7)/(3x)
I times 1/x by 3/3 and got 1/x.3/3 + 7/3x.1/1 = 10/6x^2
Please help....I'm very confused
Thanks,
JC
Click here to see answer by solver91311(16877)  |
Question 195748: the polynomial 0.41h-0.018a-2.69 can be used to estimate the lung compacity, in liters,of a female with height "h", in centimeters, and age "a", in years. find the lung compacity of a 50 year old woman who is 160 centimeters tall.
Click here to see answer by MathTherapy(1423)  |
Question 198083: At a well-known university, 1/4 of the undergraduate students commute, and 1/3 of the graduate students commute. One-tenth of the undergraduate students drive more than 40 miles daily, and 1/6 of the graduate students drive more than 40 miles daily. If there are twice as many undergaduate students as there are graduate students, then what fraction of the commuters drive more than 40 miles dialy?
Click here to see answer by ankor@dixie-net.com(15649)  |
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