Math, asked by wamabharamri, 1 month ago

guys plz give me correct answer I give you brainlist and fallow you plz tell fast​

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Answers

Answered by parth2807mehta
1

Step-by-step explanation:

The answer is

0.43

30.755775

Answered by BlessedOne
50

Question 1 :

Evaluate 3.06289 ÷ 7.123

Answer :

\tt\:3.06289 \div 7.123

\tt\longrightarrow\:\frac{3.06289}{7.123}

Converting the decimal number into fraction form

\tt\longrightarrow\:\frac{306289 \times 1000}{7123 \times 100000}

Multiplying

\tt\longrightarrow\:\frac{306289000}{712300000}

Cancelling the zeroes

\tt\longrightarrow\:\frac{306289\cancel{000}}{712300\cancel{000}}

\tt\longrightarrow\:\frac{306289}{712300}

Reducing the fraction to lower terms

\tt\longrightarrow\:\cancel{\frac{306289}{712300}}

\tt\longrightarrow\:\cancel{\frac{18017}{41900}}

\small{\underline{\boxed{\mathrm{\longrightarrow\:0.43}}}}

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Question 2 :

Evaluate 14.325 × 2.147

Answer :

\tt\:14.325 \times 2.147

Converting the decimal in fraction form

\tt\longrightarrow\:\frac{14325}{1000} \times \frac{2147}{1000}

Multiplying

\tt\longrightarrow\:\frac{30755775}{1000000}

Converting the fraction into decimal form

\small{\underline{\boxed{\mathrm{\longrightarrow\:30.755775}}}}

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More to know :

Rules for converting decimal into fraction -

  • Divide the number with decimal point be 1.

  • For every number after the decimal point multiply the 1 at denominator by 10.

  • Finally in order to simplify the fraction reduce it to lower terms.

Rules for converting fraction with 10 , 100 , 1000 etc., in decimal form -

  • We need to count the number of zeroes in the denominator.

  • Then counting the equal number of places in the numerator starting from the unit digit, the decimal point is placed.

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\sf\color{purple}{~~~~~~~~~~~~~~~~~~~~~~~~~"~Thank~uH~!!~"}

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