sana and sara together have RS 700 . sara has three times as much as sana . how much money both of them have
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Sana and Sara together have Rs . 700
Let the money at Sana be 'x'
Now , the money at Sara is three times of Sana's money
⇒3×x = 3x
Now , 3x+x=Rs.700
⇒4x = Rs.700
⇒x = Rs.700/4
⇒x = Rs.175.
Therefore ,
the money at Sana (x) = Rs.175
the money at Sara (3x) = Rs.3×175 = Rs.525 .
Let the money at Sana be 'x'
Now , the money at Sara is three times of Sana's money
⇒3×x = 3x
Now , 3x+x=Rs.700
⇒4x = Rs.700
⇒x = Rs.700/4
⇒x = Rs.175.
Therefore ,
the money at Sana (x) = Rs.175
the money at Sara (3x) = Rs.3×175 = Rs.525 .
Answered by
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let sana's money be `a'
then sara's money = 3a
total money = a + 3a = 700
4a = 700
a = 700/4
a = 175
sana's money = a = rs175
sara's money = 3a = 3×175 = 525
then sara's money = 3a
total money = a + 3a = 700
4a = 700
a = 700/4
a = 175
sana's money = a = rs175
sara's money = 3a = 3×175 = 525
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