Determine shortest possible length for new road, Mathematics

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Determine shortest possible length for new road

Aurora is 150km from Bruceton, Bruceton is 80km from Cransville, and Cransville is 100km from Aurora. The new road will join Cransville to Aurora-Bruceton Turnpike, that runs roughly in the straight line. Determine shortest possible length for new road?

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Mathematics: Determine shortest possible length for new road

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Request for Solution File

Ask an Expert for Answer!!

Mathematics: Determine shortest possible length for new road

Reference No:- TGS0858905

Have a Question? (oR Write a Review)

Recent Questions Asked Mathematics

Q : Compute horizontal and vertical component of force

Q : Compute polynomial of degree three with integer coefficients

Q : Compare-contrast rational-quadratic and absolute value

Q : Estimate degree measure of angle formed by diagonal of base

Q : Determine shortest possible length for new road

Q : State velocity of plane as vector if tail wind is blowing

Q : Write rectangular equation of trajectory identify curve

Q : How many revolutions of pedal cyclist needs to travel

Q : State function as quadratic polynomial which are irreducible

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Request for Solution File

Ask an Expert for Answer!!

Mathematics: Determine shortest possible length for new road

Reference No:- TGS0858905

Recent Questions Asked Mathematics

Q : Compute horizontal and vertical component of force

Q : Compute polynomial of degree three with integer coefficients

Q : Compare-contrast rational-quadratic and absolute value

Q : Estimate degree measure of angle formed by diagonal of base

Q : Determine shortest possible length for new road

Q : State velocity of plane as vector if tail wind is blowing

Q : Write rectangular equation of trajectory identify curve

Q : How many revolutions of pedal cyclist needs to travel

Q : State function as quadratic polynomial which are irreducible

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