3 24 -3 -3 + *3 2 + ¤2 -16 19 -, just enter the number. involving free variables, enter the formula. For example, if you obtain that æ1 = 1 – 2x2 + 3x3 where x2 and ou should enter 1 - 2*x_2 + 3*x_3 . Use the underscore to indicate subscripts of variables, and * to

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 46E
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Solve the following vector equation:
-3
24
4
+ *2
-4
-3
4
-3
+ 13
4
2
-16
-1
19
How to enter the solution:
• If the value of a variable is a number, just enter the number.
• If the value of a variable is a formula involving free variables, enter the formula. For example, if you obtain that x1 =1– 2x2 + 3z where r2 and
xz are free, then as the value of x1 you should enter 1 - 2*x_2 + 3*x_3 .Use the underscore
indicate multiplication.
to indicate subscripts of variables, and * to
• If a variable is a free variable, enter the variable name as its value. For example, if x2 is a free variable, then you should enter x 2 as the value of
• If the system has no solutions enter None as the value of one of the variables. In such case you can leave values of the remaining variables blank.
X3 =
Transcribed Image Text:Solve the following vector equation: -3 24 4 + *2 -4 -3 4 -3 + 13 4 2 -16 -1 19 How to enter the solution: • If the value of a variable is a number, just enter the number. • If the value of a variable is a formula involving free variables, enter the formula. For example, if you obtain that x1 =1– 2x2 + 3z where r2 and xz are free, then as the value of x1 you should enter 1 - 2*x_2 + 3*x_3 .Use the underscore indicate multiplication. to indicate subscripts of variables, and * to • If a variable is a free variable, enter the variable name as its value. For example, if x2 is a free variable, then you should enter x 2 as the value of • If the system has no solutions enter None as the value of one of the variables. In such case you can leave values of the remaining variables blank. X3 =
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