No
Yes
An expanded algorithm provides a detailed, step-by-step breakdown of the problem-solving process, often including explanations, intermediate steps, and justifications for each action taken. In contrast, a standard algorithm presents a more concise, streamlined version that focuses on the essential steps needed to achieve the desired outcome, often omitting detailed explanations. Expanded algorithms are useful for teaching and understanding concepts, while standard algorithms are typically used for efficiency and speed in execution.
How are traditional algorithms different from student-invented strategy
In standard form it is 1*10^-1.In expanded form it is 0.1
Ah, the expanded algorithm and the standard algorithm are like two different brushes in your painting kit. The expanded algorithm breaks down the steps of a math problem into more detailed parts, like creating a rough sketch before adding colors. The standard algorithm, on the other hand, is like your trusted brush that helps you quickly solve the problem with fewer steps, much like adding the final details to bring your painting to life. Both are valuable tools in your artistic math journey, each offering its own unique approach to solving problems.
In standard form it is 1.1*10^-2.In expanded form it is 0.01 + 0.001
8.12 in standard form. 8+0.1+0.02 in expanded
Expanded form: 700 + 70 + 9 + 0.3 + 0.06 Standard form: 7.7936*102
Eight tenths in standard form and expanded form = 0.8 or (0 x 1) + (8/10)
Seven and five tenths in standard and expanded form:7.5(7 x 1) + (5/10)
100.01 is 1.0001 x102 in standard form and 100+0.01 in expanded form
.4 (0.4) in standard form is: 0.4 In expanded form: 0.4 = (0 x 1) . (4/10)