If the speed of Y meters per minute is equivalent to the speed of X kilometers per hour, what is X in terms of Y? (1 kilometer=1000 meters)
Choose the correct choice from the following answers:
A) 15y/18	B) 6y/5	C) 18y/5	D) 6y/100	E) 3600000y
If the speed of Y meters per second is equivalent to the speed of X kilometers per hour, what is X in terms of Y? (1 kilometer=1000 meters)   We need to find an equation with y in the answer...   convert all measurements so they are alike (i.e. convert km to m, minutes to hours, etc)   Speed = y/t   y meters/second   (60) x meters/hour   Speed = x/t   x KM/hour   Speed = x(1000m)/hour   x(1000meters)/hour = (60) x meters/hour   x(1000)/1hour = y(60) / 1 hour   x(1000) = y(60)   x = 0.06y   Answer: D. 6y/100
<result>D</result>
If the speed of Y meters per minute is equivalent to the speed of X kilometers per hour, what is X in terms of Y? (1 kilometer=1000 meters)