SOLUTION: 7/20+3/8+4/5
Algebra.Com
Question 131089This question is from textbook Prealgebra and Introductory Algebra
: 7/20+3/8+4/5
This question is from textbook Prealgebra and Introductory Algebra
Answer by fners(16) (Show Source): You can put this solution on YOUR website!
You need to make all the denominators (bottom numbers) match before you can add.
(7/20)*(8/8)= 56/160
(3/8)*(20/20)= 60/160
(4/5)*(32/32)= 128/160
(56+60+128)/160= 244/160
(8/8 is equal to 1, so you can multiply any number by it without changing the number. same with 2/20, 32/32, etc.)
To reduce, try dividing both the numerator and denominator by 2:
122/80
both numbers are still even, so you can do it again:
81/40
can you think of any number that is a factor of both 81 and 40?
i can't, so we are done. The answer is reduced.
RELATED QUESTIONS
3/8 + 4/5 =... (answered by stanbon,josh_jordan)
1+5=24
2+6=20
3+7=14
4+8=5
5+9=? (answered by Alan3354)
Solve:
5[3(7-t)-4(8+2t)]-20 <=... (answered by tran3209)
5[3(7-t)-4(8+2t)]-20=-6]2(6+3t)-4] (answered by JoelSchwartz)
Please help.
7/8 - 9/20=
7 1/3- 4 5/12=
9 2/5- 1... (answered by Alan3354)
please help me in this problem:(integers)
evaluate each expression.
1)... (answered by Edwin McCravy)
2 3 4 15 12
3 4 5 28 20
4 5 6 X 30
5 6 7 66 42
6 7 8 91 56
Find... (answered by Tatiana_Stebko)
4(8-t)=20
6(2x-1)=4(2x+5)... (answered by rcmcc)
-3/5 + -3/4 -... (answered by Tatiana_Stebko)