SOLUTION: <center>
ECOLOGY The water level of a reservoir is at 27 feet. During a drought the <br> water level falls by 1 1/2 feet per week. Write an equation for the<br> wataer level L
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ECOLOGY The water level of a reservoir is at 27 feet. During a drought the <br> water level falls by 1 1/2 feet per week. Write an equation for the<br> wataer level L
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ECOLOGY The water level of a reservoir is at 27 feet. During a drought the water level falls by 1 1/2 feet per week. Write an equation for the wataer level L after w weeks. Graph the equation. In how many weeks will the water level be at 18 feet.
I tried making a table and using point slope form, but I am just stuck on what to do and my math book isn't exactly explaining it to me.
You can put this solution on YOUR website! The starting point or y-intercept is 27 feet. The slope is -1 1/2 or -3/2 feet. The slope is negative since the water level is falling. The y-value is the number of feet at a particular week. The x-value = the number of weeks.
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Using the slope-intercept form of a line: y=mx+b
The equation of this line is: y=
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Let y=18 feet
18= [solve for the x=value]
x=6 weeks
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So within 6 weeks, the water level will at 18 feet.
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