Respuesta :
Let
x-------> amount Harry earns
y-------> amount Hamish earns
x=(5/4)y+1------> (x-1)*4/5=y--------> equation 1
x=(7/5)y-2------> (x+2)*5/7=y--------> equation 2
equals 1 and 2
(x-1)*4/5=(x+2)*5/7--------> (4x-4)/5=(5x+10)/7-------> (4x-4)*7=(5x+10)*5
28x-28=25x+50-------> 28x-25x=50+28---------> 3x=78-----> x=26
y=(x-1)*4/5------> (26-1)*4/5-------> y=20
so
the answer is
Harry earns $26 an hour
Hamish earns $20 an hour
x-------> amount Harry earns
y-------> amount Hamish earns
x=(5/4)y+1------> (x-1)*4/5=y--------> equation 1
x=(7/5)y-2------> (x+2)*5/7=y--------> equation 2
equals 1 and 2
(x-1)*4/5=(x+2)*5/7--------> (4x-4)/5=(5x+10)/7-------> (4x-4)*7=(5x+10)*5
28x-28=25x+50-------> 28x-25x=50+28---------> 3x=78-----> x=26
y=(x-1)*4/5------> (26-1)*4/5-------> y=20
so
the answer is
Harry earns $26 an hour
Hamish earns $20 an hour
Harry earns 26 and Hamish earns 20.
To solve this we need to write the following 2 equations. Y stands for Harry and M stands for Hamish.
y = 1.25m + 1
y= 1.4m -2
Now, set them equal to each other and solve for me.
1.25m + 1 = 1.4m - 2
3 = 0.15m
20 = m
Plug in 20 for m in either equations above and you will get 26 for Harry.
To solve this we need to write the following 2 equations. Y stands for Harry and M stands for Hamish.
y = 1.25m + 1
y= 1.4m -2
Now, set them equal to each other and solve for me.
1.25m + 1 = 1.4m - 2
3 = 0.15m
20 = m
Plug in 20 for m in either equations above and you will get 26 for Harry.