Respuesta :
part A : w = 8x
part B : s = 8x + 12y or if ur including the equation above, s = w + 12y
part C : 368 = 8(40) + 12y
368 = 320 + 12y
368 - 320 = 12y
48 = 12y
48/12 = y
4 = y
so she worked 40 hrs regular pay (320) + 4 hrs overtime (48) for a
total of 368
part B : s = 8x + 12y or if ur including the equation above, s = w + 12y
part C : 368 = 8(40) + 12y
368 = 320 + 12y
368 - 320 = 12y
48 = 12y
48/12 = y
4 = y
so she worked 40 hrs regular pay (320) + 4 hrs overtime (48) for a
total of 368
part A w = 8x
part B s = 8x + 12y or if your including the equation above, s = w + 12y
part C 368 = 8(40) + 12y
368 = 320 + 12y
368 - 320 = 12y
48 = 12y
48/12 = y
4 = y
part B s = 8x + 12y or if your including the equation above, s = w + 12y
part C 368 = 8(40) + 12y
368 = 320 + 12y
368 - 320 = 12y
48 = 12y
48/12 = y
4 = y