Ironing Lenore can do the ironing for her family’s business in h hours. Her daughter would take h + 2 hours to get the ironing done. If Lenore and her daughter work together, using 2 irons, the number of hours it would take them to do all the ironing is 1 1 h + 1 h + 2 . a. Simplify the complex fraction 1 1 h + 1 h + 2 . b. Find the number of hours it would take Lenore and her daughter, working together, to get the ironing done if h = 4 .
Ironing Lenore can do the ironing for her family’s business in h hours. Her daughter would take h + 2 hours to get the ironing done. If Lenore and her daughter work together, using 2 irons, the number of hours it would take them to do all the ironing is 1 1 h + 1 h + 2 . a. Simplify the complex fraction 1 1 h + 1 h + 2 . b. Find the number of hours it would take Lenore and her daughter, working together, to get the ironing done if h = 4 .
Ironing Lenore can do the ironing for her family’s business in h hours. Her daughter would take
h
+
2
hours to get the ironing done. If Lenore and her daughter work together, using 2 irons, the number of hours it would take them to do all the ironing is
1
1
h
+
1
h
+
2
.a. Simplify the complex fraction
1
1
h
+
1
h
+
2
. b. Find the number of hours it would take Lenore and her daughter, working together, to get the ironing done if
h
=
4
.
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