Скачать или смотреть SAT TEST 10 - QUANTITATIVE - MODULE 1 - QUESTION 4 - Topic: Parabola (X vertice)

The graph shown will be translated up 4 units. Which of the following will be the resulting graph?

Solution
To translate a graph up 4 units, you add 4 to every y-value on the graph. This moves the entire parabola upward without changing its shape.

From the graph, the original parabola has its vertex at approximately (3, –2).
When the graph is shifted up 4 units, the new vertex becomes:

(3, –2 + 4) = (3, 2)

All other points also increase by 4 in the y-direction. The parabola remains the same, only its position changes.

Final Answer:
The resulting graph is the original parabola shifted upward by 4 units, now with its vertex at (3, 2).

SAT graph transformations made simple. Translating a graph up 4 units means adding 4 to every y-value. In this problem, the parabola’s vertex moves from (3, –2) to (3, 2). Understanding vertical shifts helps you solve SAT function and graph questions quickly and accurately.

#SAT #SATMath #GraphTransformations #Parabola #FunctionShifts #MathStrategy #NewYorkCollegePrep #SATPrep #Highschoolmath #Collegeprep