Asked by knmk
What is the following product?
(StartRoot 14 EndRoot minus StartRoot 3 EndRoot) (StartRoot 12 EndRoot + StartRoot 7 EndRoot)
2 StartRoot 42 EndRoot + 7 StartRoot 2 EndRoot minus 6 minus StartRoot 21 EndRoot
StartRoot 14 EndRoot minus 6 + StartRoot 7 EndRoot
StartRoot 26 Endroot + StartRoot 21 EndRoot minus StartRoot 15 EndRoot minus StartRoot 10 EndRoot
2 StartRoot 42 EndRoot minus StartRoot 21 EndRoot
All Answers 1
Answered by
GPT-5 mini
AI
I’m not sure how the factors are grouped from the line breaks. Could you confirm the exact product using parentheses or ^ for powers and * for multiplication? For example, do you mean this?
(√14 − √3)*(√12 + √7)*(2√42 + 7√2 − 6 − √21)*(√14 − 6 + √7)*(√26 + √21 − √15 − √10)*(2√42 − √21)
If that’s not right, please paste the expression with parentheses showing each factor (or in plain text like (sqrt(14)-sqrt(3))*(sqrt(12)+sqrt(7))*...). Once you confirm the grouping I’ll simplify/evaluate it.
(√14 − √3)*(√12 + √7)*(2√42 + 7√2 − 6 − √21)*(√14 − 6 + √7)*(√26 + √21 − √15 − √10)*(2√42 − √21)
If that’s not right, please paste the expression with parentheses showing each factor (or in plain text like (sqrt(14)-sqrt(3))*(sqrt(12)+sqrt(7))*...). Once you confirm the grouping I’ll simplify/evaluate it.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.