Let S= {V1, V2, V3} be an orthonormal basis for some inner product vector space V. Which of the following statements are True? Select ALL that apply. O llvi|l=1 O (V1, v2) = 0 %3D O llv + va|| = 2 O (2v3, V2 - v1) = 2

Q: 15a5b2+4a5b2=

A:

Q: Simplify

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A: We can solve this as follows:

Q: 32six + 25six= 414six + 52six=

A:

Q: Fcator by grouping x3-6x2+5x-30

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A:

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Q: 5x+1>16

A:

Q: y? = 4sinx + 3x²

A: Given function is                                                  y2=4sinx+3x2 Derivative of the…

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A:

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A:

Q: Determine the remainder, r, for (x - 3)(2x + 1) +r= - 4 - 5x + 2x^2 O r=1 r= 1 O r= -1 O r= 0 O none…

A:

Q: メp 25+(5-x)

A:

Q: What is -4x6

A: Given that: -4x6

Q: x4-12x2=64

A:

Q: -25 x3 + 15 x2

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A:

Q: Explain how to add V3 + V12.

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Q: (3x-50)

A: From the given figure note that, x+3x-50+90=180. Obtain the value of x.…

Q: 4x+2 9 4x

A: The figure is

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A:

Q: + 6x2 + 5.x3 4x2 + 7x3

A:

Q: 2-2x41=2 メ+

A:

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A:

Q: why is the one on the left? and why does it go after 2 instead of 3?

A: