Multiply Decimals By 3 Digit Whole Numbers Multiplying decimals by 3-digit whole numbers is straightforward. Multiplying decimals by 3-digit whole numbers involves similar steps to multiplying by 2-digit numbers but requires careful attention to place values. Here’s a detailed step-by-step explanation along with examples. Steps to Multiply Decimals by 3-Digit Whole Numbers Write the Numbers: […]
Read More →Multiply Decimals By 2 Digit Whole Numbers Multiplying decimals by two-digit whole numbers can be done by following a systematic approach. Here’s a detailed step-by-step guide with examples to help understand the process. Steps to Multiply Decimals by 2-Digit Whole Numbers Write the Numbers Vertically: Write the decimal number above the 2-digit whole number, aligning […]
Read More →Less then Symbol Meaning, Examples 1. Understanding the “Less Than” Symbol (<) Concept: “Smaller than” means that one number or object is less in size or quantity compared to another. Example: If we have 3 apples and 5 apples, 3 apples are smaller in quantity than 5 apples. Concept: The symbol “<” is used to […]
Read More →Method of Regrouping in addition and subtraction The Method of Regrouping, also known as “carrying” in addition or “borrowing” in subtraction, is a technique used to handle numbers when performing these operations, especially with multi-digit numbers. Regrouping helps manage numbers across different place values, such as ones, tens, hundreds, etc., during addition and subtraction. Let’s […]
Read More →Worksheet Divisibility by 2 Here’s a simple worksheet to practice the divisibility of 2: Divisibility by 2 Worksheet Instructions: Determine if each number is divisible by 2. Write “Yes” if it is divisible, and “No” if it is not. 14: _ 37: _ 58: _ 101: _ 26: _ 49: _ 82: _ 93: _ […]
Read More →Understanding One-Variable Equations A one-variable equation is an equation that contains only one variable (often represented by letters like x, y, etc.). The goal is to find the value of the variable that makes the equation true. Basic Structure A one-variable equation typically looks like this: ax + b = c Where: x is the […]
Read More →Divisibility Rule For 33 With Examples Divisibility Rule For 33 The divisibility rule for 33 is based on its prime factors, which are 3 and 11. A number is divisible by 33 if it meets the criteria for both of these factors. Here’s a detailed explanation of how to check for divisibility by 33, along […]
Read More →Divisibility Rule For 35 With Examples Divisibility Rule for 35 The divisibility rule for 35 is based on its prime factors, which are 5 and 7. A number is divisible by 35 if it meets the criteria for both of these factors. Here’s a detailed explanation of how to check for divisibility by 35, along […]
Read More →Divisibility Rule For 31 With Examples Divisibility Rule for 31 The divisibility rule for 31 is less straightforward than for smaller numbers, but it can be applied using a systematic approach. Here’s a detailed explanation of how to check if a number is divisible by 31, along with examples. The divisibility rule for 31 states […]
Read More →Divisibility Rule For 30 With Examples Divisibility Rule For 30 The divisibility rule for 30 is based on its prime factors: (2), (3), and (5). A number is divisible by 30 if it is divisible by all three of these factors. Here’s a detailed breakdown of the rule and how to apply it. Divisibility Rules […]
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