How do you solve #94=\frac{x}{24}\cdot \frac{41}{1}#?

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Answer 1 · 2017-10-27T14:11:27

#x = 376/984#

#94 = x/24 cdot 41/1#

Taking LCM of RHS

#94 = (x cdot 984)/24#

#94 = (984x)/24#

Cross multiplying..

#94/1 = (984x)/24#

#984x = 94 xx 4#

#984x = 376#

Divide both sides by #984#

#(984x)/984 = 376/984#

#cancel(984x)/cancel984 = 376/984#

#x = 376/984#