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Q: How do you write 375 and 256 thousandth in decimal?

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375 millilitres is perfectly acceptable.

375 and 27 millionths in decimal form = 375.000027

To convert 375% to a decimal divide by 100: 375 ÷ 100 = 3.75

To convert a fraction to a decimal, divide the top number by the bottom number: 3/8 = 3 ÷ 8 = .375

375 = 37500 %

0.375 & 0.11 . Write each decimal to three decimal places 0.375 & 0.110 Drop the prefix zero and decimal point Hence 375 & 110 375 > 110 . Hence it follow that 0.375 > 0.110 => 0.375 > 0.11

.375

0.375 is a fraction. It is a fraction in decimal form rather than in the form of a ratio. However, that does not stop it being a fraction. Its rational equivalent is 375/1000 which can be simplified, if required.

It is: CCCLXXV = 375

It is: 375 = CCCLXXV

you can write it in standard form or get the answers and divide those.

3.75. So to calculate 375% of a number x multiply it by 3.75.

.375

3.75

The milli- prefix means one thousandth → 1 ml = 1/1000 l → 375 ml = 375 × 1/1000 litre = 375/1000 litre = 3/8 litre

0.0133

We know 1L=1000mL (milli- is a prefix meaning thousandth) So 375mL x (1L/1000mL) = 375/1000 L = 0.375 liters

375 millionths as a number is: 0.000375

Rounded to two decimal places, 375 metres is equal to 410.10 yards.

In math "of" means multiplication(*), "is" means equals(=), and "what number" can be described as a variable such as "X". Also 37.5 percent written as a decimal is .375 thus you can write this equation as: .375*X=8.13 --> then you must solve for X to find the number. To solve for X you must divide both sides by .375. Thus your answer comes out to be (8.13/.375) which is equal to 21.68

It is: 3*5*5*5 = 375 or as 3*5^3 = 375

Its .375

.375 you divide 8 into 3

37,500%

To convert a decimal into a fraction, place a 1 under the decimal number (to represent a fraction), move the decimal point to the right of the decimal number and add as many zeroes to the bottom number as the number of places the decimal was moved on the top number. Reduce the fraction to its lowest term. Conversion of given decimal number: .7 (place a 1 underneath to make a fraction) ,7/1 (move the decimal point to the right of the decimal number and add that many zeroes to the bottom number) 7/10 (this fraction cannot be reduced so it is the answer) Other example: conversion of .375 .375 .375/1 375/1000 (now reduce the fraction t its lowest term) 3/8