consider another pattern (a) 140×5=104×
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140×5=104×?
let the number be 'x'
140×5=104×x
x = 140×5/104
x = 6.7307..
x = 6.7 (approximately)
let the number be 'x'
140×5=104×x
x = 140×5/104
x = 6.7307..
x = 6.7 (approximately)
Answered by
0
given 140*5=104*?
let the unknumber = A
then 140*5=104*A
A=(140*5)/104
therefore A= 6.7 (approx.)
let the unknumber = A
then 140*5=104*A
A=(140*5)/104
therefore A= 6.7 (approx.)
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