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tamaranim1 [39]
3 years ago
15

Karen drew a triangle. The longest side of Karen’s triangle measures 8 inches. What must be true about the lengths, in inches, a

and b of the two shorter sides of Karen’s triangle
Mathematics
1 answer:
Viefleur [7K]3 years ago
7 0

Answer:

a+b must be greater than 8

Step-by-step explanation:

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Answer:

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Step-by-step explanation:

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s  (distance)  =  velocity* time    then     time t  =  distance / velocity

x₁  = √ (5)² + x²        ⇒  x₁  = √( 25 + x² )

and   x₂   =  (  6  -  x  )

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x₂  = distance walking       ( speed  4 ml/h)

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t(x)   =  √( 25 + x² ) / 2     +   (  6  -  x  ) / 4

Taking derivatives on both sides of the equation we get

t´(x)   =  2x* (2) / 4 *√( 25 + x² )  - 1/4

t´(x)   =  0       2x* (2) / 4 *√( 25 + x² )  - 1/4  = 0      x/√( 25 + x² ) - 1/4  = 0

x/√( 25 + x² )  = 1/4

x    =   √( 25 + x² ) /4

x²   =  (25 + x² ) /16

16*x²   = 25  +  x²

15x²   =  25          x  =  1,2909  ml   (point where Brooke beaches her kayack)

Then  walking distance is   x₂   =  6  - 1.2909    x₂  = 4.71 ml

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Answer:

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