How is the quotient of a divisor obtained?
The quotient is a number obtained by dividing the dividend by divisor which is a simple division of numerator and denominator.A dividend is a numerator and a divisor is a denominator and the result obtained is the quotient. Refer the below example: Here 5 is the dividend, 25 is the divisor and 5 is the quotient. (image will be uploaded soon)
Which is an example of the quotient 2 over 5?
For example, 2/4 divided by 5/4 can be re-written as 2/4 multiplied by 4/5. Because the denominator of the dividend and the numerator of the second term are both 4, they cancel out, leaving a final answer of 2 over 5, or 2/5.
Where does the word quotient come from in English?
The word quotient is derived from the Latin word ‘quotiens’, which means ‘how many times’. In simple language a quotient is the answer to a division problem. Evenly divisible numbers produce quotients of a round number while others will yield a quotient followed by a remainder.
How to find the quotient of two fractions?
Answer: we know that quotient is a number obtained on dividing two numbers. In fraction it is represented as x/y = quotient. So to find the quotient of two fractions, suppose (a/b)/(x/y) i.e a/b ÷ x/y. Let us first take the reciprocal of the bottom fraction, and multiply it by the first fraction. = (a/b) x (x/y)
Which is the first digit of the quotient?
1) the 1st digit of the square of the second digit 2) the sum of the 2nd and the 3rd digit is 4 3) if the 4th digit is equal to 2nd digit plus 1 4) if the 3rd and the 5th digit are 15 5) the sum of all the digit is 30 i.e when you Determine two coterminal angles (one positive and one negative) for θ = −503°.
How to find the place value of a number?
The place values are ones, tens, hundreds, thousands, ten thousands, hundred thousands and millions respectively. Each place has a value of 10 times the place to its right. Use this online calculator to find the place value of each digits in a number series.
What does it mean to take the floor of a number?
Rounding down, sometimes referred to as “taking the floor” of a number means rounding down towards the nearest integer. For example, when rounding to the ones place, any non-integer value will be rounded down to the next lowest integer, as shown below:
