A motorboat traveling at full speed against a current goes 14 kph. Traveling at half speed with the current it goes 10 kph. Find the maximum speed of the boat, x and the rate of the current, y. a. x = 18 kph, y = 4 kph b. х%3D 16 kph, у 32 kph С. X%3 16 kph, у %3D 3 kph d. x = 18 kph, y = 2 kph Use the elimination method to determine the solution of the following system of linear equations: 3x-2y=-61 and 5x-y=111 а. х%3D 17, у %3D 4 b. x31, у 3 4 C. x= 1, y = -4 d. x = -23, y = -4
A motorboat traveling at full speed against a current goes 14 kph. Traveling at half speed with the current it goes 10 kph. Find the maximum speed of the boat, x and the rate of the current, y. a. x = 18 kph, y = 4 kph b. х%3D 16 kph, у 32 kph С. X%3 16 kph, у %3D 3 kph d. x = 18 kph, y = 2 kph Use the elimination method to determine the solution of the following system of linear equations: 3x-2y=-61 and 5x-y=111 а. х%3D 17, у %3D 4 b. x31, у 3 4 C. x= 1, y = -4 d. x = -23, y = -4
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
![A motorboat traveling at full speed against a current goes 14 kph. Traveling at half
speed with the current it goes 10 kph. Find the maximum speed of the boat, x and the
rate of the current, y.
a. x = 18 kph, y = 4 kph
b. x = 16 kph, y =2 kph
C. x= 16 kph, y = 3 kph
d. x = 18 kph, y = 2 kph
%3D
Use the elimination method to determine the solution of the following system of linear
equations: 3x-2y=-61 and 5x-y=111
а. х%3D 17, у %3D 4
b. x31, у%3D4
C. x= 1, y = -4
d. x%3D-23, у 3 -4](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F03d61431-3534-4721-82e7-45357325d128%2F43a52c60-99e2-4e36-8ba0-c562924771ed%2F2lnlm5_processed.png&w=3840&q=75)
Transcribed Image Text:A motorboat traveling at full speed against a current goes 14 kph. Traveling at half
speed with the current it goes 10 kph. Find the maximum speed of the boat, x and the
rate of the current, y.
a. x = 18 kph, y = 4 kph
b. x = 16 kph, y =2 kph
C. x= 16 kph, y = 3 kph
d. x = 18 kph, y = 2 kph
%3D
Use the elimination method to determine the solution of the following system of linear
equations: 3x-2y=-61 and 5x-y=111
а. х%3D 17, у %3D 4
b. x31, у%3D4
C. x= 1, y = -4
d. x%3D-23, у 3 -4
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