4(-144) + 6(-48) + 4(72) = -576 - 288 + 288 = -576

["Understanding the Equation: Why 4(−144) + 6(−48) + 4(72) Equals –576 –288 + 288 = –576", "When faced with a seemingly complex mathematical expression like ( 4(-144) + 6(-48) + 4(72) ), it can be easy to feel overwhelmed — but breaking it down step-by-step reveals clarity and precision. This equation serves as a powerful example of how multiplication and addition interact, especially with negative numbers, and demonstrates why simplifying each term individually leads to a clear result: (-576 – 288 + 288 = –576).", "---", "### Breaking Down the Expression", "Let’s begin by evaluating each term individually:", "1. First term: ( 4(-144) )\n Multiplying a positive number by a negative number yields a negative result:\n ( 4 \ imes (-144) = -576 )", "2. Second term: ( 6(-48) )\n Similarly,\n ( 6 \ imes (-48) = -288 )", "3. Third term: ( 4(72) )\n Since this is a positive multiplied by a positive,\n ( 4 \ imes 72 = 288 )", "---", "### Combine the Simplified Terms", "Now substitute the simplified values back into the original expression:\n( 4(-144) + 6(-48) + 4(72) = -576 + (-288) + 288 )", "This simplifies to:\n( -576 – 288 + 288 )", "---", "### Simplify the Final Expression", "At this stage, notice the key cancellation:\n( -288 + 288 = 0 )", "So the entire expression reduces to:\n( -576 + 0 = -576 )", "---", "### Why This Equation Matters (SEO-Friendly Explanation)", "Understanding how to simplify expressions with negative numbers and multiplication is essential in algebra, especially for students and learners tackling more advanced math. Properly evaluating expressions like ( 4(-144) + 6(-48) + 4(72) ) builds foundational skills for solving equations, working with coordinates, and applying mathematical logic in real-world contexts.", "Moreover, showing step-by-step calculation improves clarity and SEO performance — search engines favor well-structured, readable content that demonstrates precision and thoughtfulness.", "---", "### Final Result Summary", "[\n4(-144) + 6(-48) + 4(72) = -576 – 288 + 288 = -576\n]", "Key takeaways:\n- Multiplying negatives gives negative results.\n- Adding or subtracting zero leaves values unchanged.\n- Careful step-by-step evaluation prevents errors and boosts understanding.", "---", "Summary:\nBreaking down ( 4(-144) + 6(-48) + 4(72) ) into -576, -288, and +288 clearly shows the expression simplifies to –576. Mastering such calculations strengthens algebraic skills and enhances problem-solving clarity for students and educators alike.", "---", "Keywords (SEO optimization):\n matematics simplification, working with negative numbers, solve algebra equations, step-by-step math example, multiplication with negatives, simplifying expressions, learning algebra homework, mathematical fundamentals, negative number operations, how to evaluate expressions \nMeta Description:\nLearn how to simplify ( 4(-144) + 6(-48) + 4(72) ) step-by-step — full breakdown showing why it equals –576 –288 + 288 = –576. Perfect for students and math learners!"]