- Feb 29, 2000
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So a friend of mine showed me this problem on his homework, and I was totally stumped by part D of the question. See below
Exercise Heart Rate To achieve the maximum benefit for
the heart when exercising, your heart rate (in beats per
minute) should be in the target heart rate zone. The lower
limit of this zone is found by taking 70% of the difference
between 220 and your age. The upper limit is found by
using 85%.
d. Two women in an aerobics class stop to take their pulse,
and are surprised to find that they have the same pulse.
One woman is 36 years older than the other and is working
at the upper limit of her target heart rate zone. The
younger woman is working at the lower limit of her target
heart rate zone. What are the ages of the two women,
and what is their pulse?
How the hell do you find the values in part D with only having 2 linear equations? I figured the equation for the younger woman is y = .7(220-x) or y = -.7x+154 and for the older lady it's y = .85(220-(x+36)) or y = -.85x + 184. Are those the correct equations? Like I said, we were totally stumped. I haven't done this stuff since 10th grade. any ideas?
Exercise Heart Rate To achieve the maximum benefit for
the heart when exercising, your heart rate (in beats per
minute) should be in the target heart rate zone. The lower
limit of this zone is found by taking 70% of the difference
between 220 and your age. The upper limit is found by
using 85%.
d. Two women in an aerobics class stop to take their pulse,
and are surprised to find that they have the same pulse.
One woman is 36 years older than the other and is working
at the upper limit of her target heart rate zone. The
younger woman is working at the lower limit of her target
heart rate zone. What are the ages of the two women,
and what is their pulse?
How the hell do you find the values in part D with only having 2 linear equations? I figured the equation for the younger woman is y = .7(220-x) or y = -.7x+154 and for the older lady it's y = .85(220-(x+36)) or y = -.85x + 184. Are those the correct equations? Like I said, we were totally stumped. I haven't done this stuff since 10th grade. any ideas?