Long division breaks big numbers into smaller steps using Divide, Multiply, Subtract, Bring Down (DMSB), repeating the cycle until you get a final answer (quotient) and any leftover amount (remainder) by setting up the dividend inside a bracket and the divisor outside. You start by seeing how many times the divisor fits into the first part of the dividend, write that on top, then subtract the product of that number and the divisor, bring down the next digit, and repeat until done.
Divide the tens column dividend by the divisor. Multiply the divisor by the quotient in the tens place column. Subtract the product from the divisor. Bring down the dividend in the ones column and repeat.
One of the easiest ways to divide is using the halving trick for even numbers. This is especially handy when you're dividing a number by 2. The concept is simple: if a number is even, you can split it into two equal parts.
"I love you" in math code uses numerical patterns, most famously 143, representing the number of letters (I=1, love=4, you=3). Other versions include 520 (Mandarin sounds like "I love you"), 1437 (I love you forever), or even calculator tricks like flipping digits to form letters (e.g., 707 for "LOL").
A 'correct answer' is defined as a response that accurately reflects the right solution to a question, contributing to the total score in a testing scenario, as exemplified by the calculation of maximum possible correct answers in a group of questions.
Common long division mistakes include forgetting steps (multiply, subtract, bring down), incorrectly aligning numbers/columns, errors in basic multiplication/subtraction, not bringing down the next digit, confusing which number to divide, and issues with place value or placeholders (like zeros) when the divisor doesn't fit into a partial dividend. Misplacing the answer digit (quotient) and struggling with multi-digit divisors also cause significant errors, as seen in Cambridge Maths.
You can solve it by continuously adding up the number 6 until you reach the number 48: 6 + 6 + 6 + 6 + 6 + 6 + 6 + 6 = 48. Then just count the number of 6s. The answer is 8.
They are:
The order of operations says that operations must be done in the following order: parentheses, exponents, multiplication, division, addition, and subtraction.
In a certain code language, 'I Love you' is coded as 143, 'I Miss You' is coded as 153, 'Pretty miss' is coded as 75 and 'You are Pretty' is coded as 718.
20 Ways to Say I Love You
In media. On Mister Rogers' Neighborhood: "Transformations", 143 is used to mean "I love you". 1 meaning I for 1 letter, 4 meaning Love for the 4 letters, and 3 meaning You for the 3 letters.
As much as we would like to have an answer for "what's 1 divided by 0?" it's sadly impossible to have an answer. The reason, in short, is that whatever we may answer, we will then have to agree that that answer times 0 equals to 1, and that cannot be true, because anything times 0 is 0.
"I love you" in math often uses numerical codes like 143 (I=1, love=4, you=3 letters) or mathematical expressions, like graphing the equation 3sin(x)−2sin(2x)+sin(3x)=03 sine x minus 2 sine 2 x plus sine 3 x equals 03sin(𝑥)−2sin(2𝑥)+sin(3𝑥)=0 to draw the words, or representing infinity as 1/∞1 / infinity1/∞ for endless love, showing love through unique formulas, functions, or codes.
PEMDAS term is used mainly in the US but in India and the UK, we call it as BODMAS. But there is no difference between them.
123 + 4 - 5 + 67 - 89 = 100.
Here are the rules: use every digit in order - 123456789 - and insert as many addition and subtraction signs as you need so that the total is 100. Remember the order of operations!
69 is a lucky number because it is a natural number that remains after repeatedly removing every nth number in a sequence of natural numbers, starting from 1. In decimal, 69 is the only natural number whose square (4761) and cube (328509) use every digit from 0–9 exactly once.
To get 100 in maths, master concepts through consistent, varied practice (easy to hard), thoroughly review mistakes, know all formulas/theorems, break down complex problems, and develop strong exam techniques like time management and staying calm, aiming for complete mastery rather than just passing.