Index/Organizations/Symbolab

Symbolab

Mathematical question-answering engine

Fact-Checks

7 results
Dec 9, 2025
Most Viewed

How to compute 143 + 305*70 using a calculator or mental math tricks?

Compute 143 + 305×70 by doing the multiplication first: 305×70 = 21,350, then add 143 to get 21,493 (calculation steps and mental tricks below). Online basic calculators (e.g., Calculatorsoup) will do...

Dec 13, 2025
Most Viewed

How to verify 143 + 305*70 using a calculator and by hand?

The arithmetic expression 143 + 305 * 70 equals 21,493 when evaluated with standard order of operations (multiplication before addition) — compute 305×70 = 21,350, then add 143 to get 21,493 (sources ...

Jan 11, 2026
Most Viewed

How to use order of operations to compute 143 + 305*70 step by step?

The expression 143 + 305*70 is evaluated by applying standard order-of-operations rules that require multiplication before addition, so the product 305 × 70 is computed first and then added to 143, yi...

Dec 7, 2025

Draw Simulated Selfhost

Search results for "Draw Simulated Selfhost" point chiefly to Excalidraw as the practical self‑hosted drawing/diagramming solution and to a handful of unrelated or low‑value hits (Symbolab math pages ...

Jan 4, 2026

Draw Simulated Selfhost www.bing.com

A straightforward way to “draw simulated selfhost” environments is to use Excalidraw, an open-source, hand-drawn style virtual whiteboard that can be self-hosted or used as a hosted service, and which...

Nov 26, 2025

What is 305 * 70 and how does it affect the final sum with 143?

The arithmetic product 305 × 70 equals 21,350, and adding 143 gives a final sum of 21,493; this calculation (305·70 = 21,350; 21,350 + 143 = 21,493) is consistent with standard multiplication and is s...

Dec 11, 2025

How to cross-check arithmetic using distributive property or alternative decompositions?

Distributive expansion — a(b + c) = ab + ac — is the standard, widely taught method for breaking multiplication across addition and subtraction and works for integers, rationals and polynomials; many ...