Hello Dear DM
x ² -5x = 176
x ² -5x - 176 = 0
■ STEP 1
if a = 1 , b = -5 & c = -176
∆ = b ² - 4ac
∆ = ( -5 ² ) - 4 ( 1)(-176 )= 25 + 704
∆ = 729 & ∆ ≥ 0
x 1 = ( -b + √ ∆ ) / 2a = (-(-5) + √ 729) / 2 = +5 + 27 / 2
x 2 = ( -b - √ ∆ ) / 2a = (-(-5) + √ 729) / 2 = +5 - 27 / 2
● x1 = 32 / 2 = +16
● x2 = -22 /2 = - 11
As you know speed cant be Negative { Speed > 0 } , so we correct answer is
x1 = +16
■ STEP 2
Domain = { 85 , 102 , 99 }
Range
x1 = 85 , F = 7000
x2 = 102 , F = 9894
x3 = 99 , F = 9306
Range = { 7000 , 9894 , 9306 }
Good Luck Dear ♣
2006-10-26 10:59:55
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answer #1
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answered by sweetie 5
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1. x^2 - 5x = 176
x^2 - 5x - 176 = 0
(x + 11)(x - 16) = 0
x = 16, -11
ie speed was 16 mph (over the limit??) (ignoring negative answer unless this interprets as 11 mph backwards)
2. When x = 85 F = 85 * 80 = 7000
when x = 102 F = 102 * 97 = 9894
When x = 99 F = 99 * 94 = 9306
Domain = {85, 99, 102} Range = {7000, 9306, 9894}
2006-10-26 10:03:01
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answer #2
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answered by Wal C 6
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1)
x^2 - 5x - 176 = 0
factor and solve for x
domain -- In mathematics, the domain of a function is the set of all input values to the function.
85 mph, 102mph, and 99mph
range
In descriptive statistics, the range is the length of the smallest interval which contains all the data. It is calculated by subtracting the smallest observations from the greatest and provides an indication of statistical dispersion.
102 - 85 = 17
2006-10-26 09:59:11
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answer #3
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answered by DanE 7
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1. x^2 - 5x = 176, so solve x^2 - 5x - 176 = 0. Factoring gives (x + 11)(x - 16) = 0, so x = -11 or x = 16. x must be positive, so x=16.
2. Domain is { 85, 99, 102 }, the set of speeds. The range is { 8600, 9306, 9894 }, the values of F for each value x in the domain.
2006-10-26 09:58:03
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answer #4
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answered by James L 5
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Set F = 176 and solve for x.
176 = x^2 - 5x
Subtract 176 from each side
0 = x^2 - 5x - 176
Factor
0 = (x-16)(x-11)
x - 16 = 0 or x + 11 = 0
x = 16 or x = -11
Your speed cannot be negative; therefore, x = 16
I think you are missing a part of your question. Are you sure x represents the speed of the car? or does x represent how many mph the person is exceeding the speed limit? If it's case 2, then we need to know what the speed limit is.
2006-10-26 09:57:57
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answer #5
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answered by MsMath 7
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2016-10-16 10:49:28
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answer #6
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answered by hultman 4
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use the ^ button shift 6
176=x^2-5x
graphing caculator
porabola
16 mph
Domain range of x or acceptable values no negatives and as fast as that junker can go
Range acceptable values for Y no negatives and well edventually they will just give you jail time
2006-10-26 10:02:12
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answer #7
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answered by Mr. Knickerbocker 3
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88.3 mph
2006-10-26 09:56:15
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answer #8
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answered by Anonymous
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