(1/3÷50/72)-7/15 simplify
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Answered by
1
Answer:
Step-by-step explanation:
(1/3)/(50/72))-7/15
((1/3)/(25/36))-7/15
(12/25)-(7/15)
=(1/5)((12/5)-(7/3))
=(1/5)(36-35)/15
=1/75
Answered by
0
Answer:
1/75
Step-by-step explanation:
(1/3÷50/72)-7/15
Simplify the brackets
(1/3 x 72/50) - 7/15
12/25 - 7/15
Take the L.C.M f denominators
L.C.M = 75
(12*3/25*3) - (7*5/15*5)
36/75 - 35/75
(36 - 35)/75
1/75
Therefore,(1/3÷50/72)-7/15 = 1/75
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