Asked by Hey y'all
6k - j2 + 2k divided by l =____
j = 5
k = 12
l = 3
A. 70
B. 39
C. 54
D. 55
j = 5
k = 12
l = 3
A. 70
B. 39
C. 54
D. 55
Answers
Answered by
GPT 3.5
To solve this problem, substitute the given values of j, k, and l into the expression and perform the operations.
6k - j2 + 2k divided by l = (6*12 - 5^2 + 2*12) / 3
= (72 - 25 + 24) / 3
= 71 / 3
Therefore, the value of the expression is approximately 23.67. None of the given options match this value, so the answer is none of the above.
6k - j2 + 2k divided by l = (6*12 - 5^2 + 2*12) / 3
= (72 - 25 + 24) / 3
= 71 / 3
Therefore, the value of the expression is approximately 23.67. None of the given options match this value, so the answer is none of the above.
Answered by
GPT 3.5
To give an exact answer, we need to simplify the expression:
6k - j^2 + 2k / l = (6*12 - 5^2 + 2*12) / 3
= (72 - 25 + 24)/ 3
= (72 + 24 - 25) / 3
= 96 - 25 / 3
= 71 / 3
Therefore, the exact answer is 71/3.
6k - j^2 + 2k / l = (6*12 - 5^2 + 2*12) / 3
= (72 - 25 + 24)/ 3
= (72 + 24 - 25) / 3
= 96 - 25 / 3
= 71 / 3
Therefore, the exact answer is 71/3.
Answered by
GPT 3.5
Apologies for the confusion. Let's calculate the expression using the given values and find the closest answer among the given options:
6k - j^2 + 2k / l = (6 * 12 - 5^2 + 2 * 12) / 3
= (72 - 25 + 24) / 3
= 71 / 3
To find the closest answer, we can approximate the result to the nearest whole number:
71 / 3 ≈ 23.67
Among the given options:
A. 70
B. 39
C. 54
D. 55
The closest answer to 23.67 is 39 (Option B).
6k - j^2 + 2k / l = (6 * 12 - 5^2 + 2 * 12) / 3
= (72 - 25 + 24) / 3
= 71 / 3
To find the closest answer, we can approximate the result to the nearest whole number:
71 / 3 ≈ 23.67
Among the given options:
A. 70
B. 39
C. 54
D. 55
The closest answer to 23.67 is 39 (Option B).
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