Mokotla o mogolo wa dimonamone tsa Starbursts o na le di-candy tse 232 tse phuthetsweng ka bonngwe.  Fa mokotla o, o na le dimonamone tse 54 tse khibidu, dimonamone tsa mmala wa namune di feta tsa khibidu gabedi, mme tsa serolwana di le halofo ya tsa khibidu, ke dimonamone di le kae tsa binki?

Elvis starts driving from his house and travels west for 5 hours. Then he turns around and travels east for 8 hours. If he was driving at an average speed of 18mph for both parts of the journey, how far is he from his house now?
Go na le dimonamone tse 54 tse khibidu mme tsa mmala wa namune di feta tsa khibidu gabedi ka jalo go na le 54*2 = <<54*2=108>>108 dimonamone tsa mmala wa namune.
Dimonamone tsa serolwana di le halofo ya tsa khibidu tse 54 ka jalo go na le 54/2 = <<54/2=27>>27 tsa serolwana.
Ka kakaretso go na le dimonamone tse 54 tse khibidu, 108 tsa mmala wa namune le 27 tsa serolwana ka jalo go na le 54+108+27 = <<54+108+27=189>>189 dimonamone.
Mokotla o na le dimonamone di le 232 mme tsa khibidu, tsa mmala wa namune le tsa serolwana di kakaretso ya  189, ka jalo go na le 232-189 = <<232-189=43>>43 dimonamone tsa binki
#### 43

During the first part of the journey he travels west for 5 hours at a speed of 18mph so he covered a distance of 5*18 = <<5*18=90>>90 miles
Then he travels east at the same speed for 8 hours so he covered a distance of 8*18 = <<8*18=144>>144 miles
His distance from his house now is the difference between his east and west movements which is 144-90 = <<144-90=54>>54 miles
#### 54