Simplify: [1(4/7)] × [1(13/22)] × [1(1/15)]

1.	Simplify: [1(4/7)] × [1(13/22)] × [1(1/15)]
Answer» [1(4/7)] × [1(13/22)] × [1(1/15)] By the rule Multiplication of fraction, Product of fraction = (product of numerator)/ (product of denominator) Then, By Converting mixed fraction into improper fraction we get, = (11/7) × (35/22) × (16/15) = (11×35×16)/ (7×22×15) On simplifying we get, = (1×5×16) / (1×2×15) Again simplifying we get, = (1×1×8)/ (1×1×3) = (8/3) = [2(2/3)]

Answer»

[1(4/7)] × [1(13/22)] × [1(1/15)]

By the rule Multiplication of fraction,

Product of fraction = (product of numerator)/ (product of denominator)

Then,

By Converting mixed fraction into improper fraction we get,

= (11/7) × (35/22) × (16/15)

= (11×35×16)/ (7×22×15)

On simplifying we get,

= (1×5×16) / (1×2×15)

Again simplifying we get,

= (1×1×8)/ (1×1×3)

= (8/3)

= [2(2/3)]

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