Question
Maria has to spend 512
5
1
2
hours to finish her community service program in a community health clinic. Last week, she was able to spend 334
3
3
4
hours. Which equation can be used to determine the number of hours, h
ℎ
, that Maria still needs to spend to complete her service program?(1 point)
Responses
h − 512 = 334
ℎ
−
5
1
2
=
3
3
4
h minus 5 and one-half equals 3 and three-fourths
h + 334 = 512
ℎ
+
3
3
4
=
5
1
2
h plus 3 and three-fourths equals 5 and one-half
h − 334 = 512
ℎ
−
3
3
4
=
5
1
2
h minus 3 and three-fourths equals 5 and one-half
h + 512 = 334./
5
1
2
hours to finish her community service program in a community health clinic. Last week, she was able to spend 334
3
3
4
hours. Which equation can be used to determine the number of hours, h
ℎ
, that Maria still needs to spend to complete her service program?(1 point)
Responses
h − 512 = 334
ℎ
−
5
1
2
=
3
3
4
h minus 5 and one-half equals 3 and three-fourths
h + 334 = 512
ℎ
+
3
3
4
=
5
1
2
h plus 3 and three-fourths equals 5 and one-half
h − 334 = 512
ℎ
−
3
3
4
=
5
1
2
h minus 3 and three-fourths equals 5 and one-half
h + 512 = 334./
Answers
GPT-4o mini
To determine how many hours Maria still needs to spend to complete her community service program, we can set up the equation based on the information given:
Maria's total required hours is \( 512 \) hours, and she has already completed \( 334 \) hours. The hours she still needs to complete can be represented as \( h \).
The correct equation to find \( h \) is:
\[ h + 334 = 512 \]
This reads as: the hours she still needs to complete (h) plus the hours she has already completed (334) equals the total hours required (512).
So the correct response is:
**h + 334 = 512**
Maria's total required hours is \( 512 \) hours, and she has already completed \( 334 \) hours. The hours she still needs to complete can be represented as \( h \).
The correct equation to find \( h \) is:
\[ h + 334 = 512 \]
This reads as: the hours she still needs to complete (h) plus the hours she has already completed (334) equals the total hours required (512).
So the correct response is:
**h + 334 = 512**