How do you solve #7/n=8/7#?
1 Answer
Oct 1, 2016
Explanation:
Given one fraction equal to another fraction we can solve using
#color(blue)"cross multiplication"# That is :
#color(red)(7)/color(blue)(n)=color(blue)(8)/color(red)(7)# Now multiply the terms on the ends of an 'imaginary' cross (X) and equate them.
That is multiply the
#color(blue)"blue terms together"# and the#color(red)"red terms together"# and equate them.
#rArrcolor(blue)(8xxn)=color(red)(7xx7)#
#rArr8n=49# to solve for n divide both sides by 8.
#(cancel(8) n)/cancel(8)=49/8#
#rArrn=49/8" is the solution"#