For fraction $\frac{4}{5}$ , write one $-$ place decimal , two $-$ places decimal and three $-$ places decimal . Are all representations have same value

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Solution

Representation of $\frac{4}{5}$ in
One place value $= 0.8$
Two places value $=$ $0.80$
Three places value $=$ $0.800$
Zero after the last digit of a decimal do not change its value.
So $0.8$ $=$ $0.80$ $=$ $0.800$
Therefore, all representation have same values.

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Similar questions

Q. The decimal expansion of the rational number

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will terminate after

(a) one decimal place
(b) two decimal places
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(d) four decimal places

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(i) 245 correct to two places of decimal.

(ii) 496 correct to three places of decimal.

(iii) 82.6 correct to two places of decimal.

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Question 10
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B) Two decimal places
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\frac{14753}{1250}

will terminate after

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For fraction 45 , write one - place decimal , two - places decimal and three - places decimal . Are all representations have same value

Representation of 45 inOne place value =0.8Two places value = 0.80Three places value = 0.800Zero after the last digit of a decimal do not change its value.So 0.8 =0.80 =0.800Therefore, all representation have same values.

For fraction $\frac{4}{5}$ , write one $-$ place decimal , two $-$ places decimal and three $-$ places decimal . Are all representations have same value

Representation of $\frac{4}{5}$ in
One place value $= 0.8$
Two places value $=$ $0.80$
Three places value $=$ $0.800$
Zero after the last digit of a decimal do not change its value.
So $0.8$ $=$ $0.80$ $=$ $0.800$
Therefore, all representation have same values.