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Cost of 24 bats and 32 sticks is Rs 5,600. What is the price of 3 bats and 4 sticks?
- ARs 1,400
- BRs 2,800
- CRs 700
- DData inadequate
Answer not set
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0
CCommunity
Solution
Cost of each bat be 'x'
Cost of each stick be 'y'
Given that, $24x + 32y = 5600$
$8 \times(3x + 4y) = 5600$
$3x + 4y = 700$
Hence, cost of 3 bats and 4 sticks is Rs. 700
Cost of each bat be 'x'
Cost of each stick be 'y'
Given that, $24x + 32y = 5600$
$8 \times(3x + 4y) = 5600$
$3x + 4y = 700$
Hence, cost of 3 bats and 4 sticks is Rs. 700
0
CCommunity
Solution
Cost of each bat be 'x'
Cost of each stick be 'y'
Given that, $24x + 32y = 5600$
$8 \times(3x + 4y) = 5600$
$3x + 4y = 700$
Hence, cost of 3 bats and 4 sticks is Rs. 700
Cost of each bat be 'x'
Cost of each stick be 'y'
Given that, $24x + 32y = 5600$
$8 \times(3x + 4y) = 5600$
$3x + 4y = 700$
Hence, cost of 3 bats and 4 sticks is Rs. 700