07/18/21
linear combination of the basis vectors
Consider the set of vectors in R3 given by a1=(1, 0, 0), a2=(1,-2,0), a3=(0,0,1).Write the vector x=(1, 2, 5) as a linear combination of the basis vectors a1, a2, a3.
Exponential & Log Functions
Evaluate, using the properties of log. log2 2 + log2 4 + log28 +⋯+ log2262144.
07/15/21
Solve the equation 6(9)^x-17(3^x)+5=0 and determine all solutions to the equation: 2^(3x)+2^(2x)-26(2^x)+24=0
Solve the equation 6(9)^x-17(3^x)+5=0 and determine all solutions to the equation: 2^(3x)+2^(2x)-26(2^x)+24=0
07/14/21
suppose B=(-3,-6,-2) and AB->= <4,-11,4> then A=?
suppose B=(-3,-6,-2) and AB->= <4,-11,4> then A=?
Complete the square:
y = x2 - 6x - 16(A) y = (x - 4)2(B) y = (x - 3)2 - 16(C) y = (x - 8) (x + 2)(D) y = (x - 3)2 - 25(E) none of these
07/11/21
Can you please explain this problem with the answer
On Monday Harold picked up four donuts and two large coffees for the office staff. He paid $4.74. On Tuesday Melinda picked up two donuts and five large coffees for the office staff. She paid...
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07/09/21
trigonometric math
Solve 3cos(3x)=2 for the smallest three positive solutions.Give your answers accurate to at least two decimal places, as a list separated by commas
07/09/21
Solve this problem
07/08/21
What would f(x)=
Express the function f(x)=log 2 (8^ 2x+9 16^ 9x+3 ) without logarithms . f(x)=
06/26/21
Find the answer of equation
If the point (8, 2)
is on the graph of the function f, then the point (x, y) =
is on the graph of f −1.
06/26/21
Find indicated values
A graph of a function is given. Use the graph to find the indicated values.(a) f −1(3)(b) f −1(5)(c) f −1(6)
06/25/21
Calculus HW Question
How would I find the Taylor Series of f(x) = 7/x^2 at a=1 and expand to 4 terms.
06/25/21
Is W a subspace of V?
Let V=R^3 and let W={(x, y, z) ∈ R^3| x=3y}Is W a subspace of V?If it is, find a basis and dimension for this subspace
06/22/21
Find F. f '(t) = (4) / 1 + t^2 f(1) = 0
f '(t) = (4) / 1 + t^2 f(1) = 0Please show all work and answer
06/22/21
Calculus Vector
Let a=<0,−4,3> and b=<−1,−3,2>. Find the angle between the vector (in radians) rounded to 4 decimal places.
06/21/21
Find f. (Use C for the constant of the first antiderivative, D for the constant of the second antiderivative and E for the constant of the third antiderivative.)
f'''(x) = sqrt(t) - 6 cos t, determine f(x)
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