We did not find results for: Carley and Maxwell are working on their laptops. Carley’s laptop begins with 50% battery and loses a charge at 1.5% per minute. The percent y, in decimal form, of battery power remaining after x minutes for Maxwell’s laptop can be represented by y = -0.02x + 0.75. Which statement is true? Responses A Carley’s laptop loses charge at a slower rate than Maxwell’s laptop and had less battery to begin with than Maxwell’s laptop. Carley’s laptop loses charge at a slower rate than Maxwell’s laptop and had less battery to begin with than Maxwell’s laptop. B Carley’s laptop loses charge at a slower rate than Maxwell’s laptop and had more battery to begin with than Maxwell’s laptop. Carley’s laptop loses charge at a slower rate than Maxwell’s laptop and had more battery to begin with than Maxwell’s laptop. C Carley’s laptop loses charge at a faster rate than Maxwell’s laptop and had less battery to begin with than Maxwell’s laptop. Carley’s laptop loses charge at a faster rate than Maxwell’s laptop and had less battery to begin with than Maxwell’s laptop. D Carley’s laptop loses charge at a faster rate than Maxwell’s laptop and had more battery to begin with than Maxwell’s laptop.
7 answers
C) Carley’s laptop loses charge at a faster rate than Maxwell’s laptop and had less battery to begin with than Maxwell’s laptop.
B) Carley’s laptop loses charge at a slower rate than Maxwell’s laptop and had more battery to begin with than Maxwell’s laptop.
According to the given information, Carley’s laptop starts with a 50% battery and loses a charge at a rate of 1.5% per minute. Maxwell’s laptop is represented by the equation y = -0.02x + 0.75, which means it loses charge at a rate of 0.02% per minute.
Comparing the two rates, Carley’s laptop loses charge at a faster rate (1.5%) than Maxwell’s laptop (0.02%). Therefore, option D is correct: Carley’s laptop loses charge at a faster rate than Maxwell’s laptop.
In terms of initial battery power, Carley's laptop starts with 50% battery, while Maxwell's starts with 0.75% battery. Hence, Carley’s laptop had more battery to begin with than Maxwell’s laptop.
Therefore, the correct statement is D) Carley’s laptop loses charge at a faster rate than Maxwell’s laptop and had more battery to begin with than Maxwell’s laptop.