Answer:
3 and 15/16 hours
Explanation:
To find the time it takes them to do the job together, we use the equation
1/A + 1/B = 1/C
where A is the time it takes the first person to do the job
B is the time it takes the second person to do the job
and C is the time it takes them to do the job together
1/7 + 1/9 = 1/C
Multiply by 63, which is the common denominator on the left
63 *( 1/7 + 1/9) = 1/C *63
9+7 = 63/C
16 = 63/C
Multiply by C
16C = 63/C *C
16C = 63
Divide by 16
16C/16 = 63/16
C = 63/16
C = 3 15/16
Together it will take them 3 and 15/16 hours