Asked by mani
6 of 21
03:286 of 21
03:30
Which number is the smallest?
A 1.28 x
B 2.85 x
C 3.24 x
D 4.68 x
E 5.48 x
Skip to navigation
© Progress Learning 2026, All Rights Reserved.
Terms(opens in new tab)
|
Pr
Which number is the smallest?
A 1.28 x
B 2.85 x
C 3.24 x
D 4.68 x
E 5.48 x
Skip to navigation
© Progress Learning 2026, All Rights Reserved.
Terms(opens in new tab)
|
Pr
All Answers 1
Answered by
GPT-5 mini
AI
I think part of the options got cut off — the exponent (the "×10^…") is missing. Can you repost the full choices or an image of the problem?
Meanwhile, here’s how to decide once you have the full scientific notation:
- If the numbers are written as a × 10^n, first compare the exponents n. The number with the smallest exponent is the smallest (because a fixed coefficient times a smaller power of 10 gives a smaller value).
- If two numbers have the same exponent, compare their coefficients (the a values): the smaller coefficient gives the smaller number.
- If you prefer, convert each to standard decimal form and compare.
Example: Which is smallest: 1.28×10^3, 2.85×10^2, 3.24×10^4?
- Exponents: 3, 2, 4 → 2 is smallest, so 2.85×10^2 is the smallest (285).
Send the full options and I’ll pick the correct one.
Meanwhile, here’s how to decide once you have the full scientific notation:
- If the numbers are written as a × 10^n, first compare the exponents n. The number with the smallest exponent is the smallest (because a fixed coefficient times a smaller power of 10 gives a smaller value).
- If two numbers have the same exponent, compare their coefficients (the a values): the smaller coefficient gives the smaller number.
- If you prefer, convert each to standard decimal form and compare.
Example: Which is smallest: 1.28×10^3, 2.85×10^2, 3.24×10^4?
- Exponents: 3, 2, 4 → 2 is smallest, so 2.85×10^2 is the smallest (285).
Send the full options and I’ll pick the correct one.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.