NinvisibleYT

6 Questions
7 Answers

+1

11

2

+43

How does one solve this problem?

Points A, B, and C are given in the coordinate plane. There exists a point Q and a constant k such that for any point P,
PA² + PB² + PC² = 3PQ² + k.
If A = (4,-4), B = (3,8), and C = (-1, 2), then find the constant k.

NinvisibleYT Aug 9, 2024

-1

30

1

+43

Geometry

Point P is on side AC of triangle ABC such that

NinvisibleYT Mar 18, 2024

+2

103

3

+43

halp

how to find 1+3/5+5/(5^2)+7/(5^3)+...
It repeats and that is all I know

NinvisibleYT May 11, 2023

+1

73

1

+43

Help me pls

If |x-2|=p, where x<2, then what is x-p in terms of p?

NinvisibleYT Apr 20, 2023

+2

110

3

+43

Help please

Solve for Q if sqrt(Q^3)=16*sqrt8(16)

NinvisibleYT Apr 20, 2023

+2

107

4

+43

I need to make sqrt{75x}sqrt{2x}sqrt{14x} into the simplest radical with terms of x

I need to make sqrt{75x}*sqrt{2x}*sqrt{14x} into the simplest radical with terms of x

NinvisibleYT Apr 20, 2023

+43

+2

It is not equal to 11/6

NinvisibleYTMay 11, 2023

+43

+2

It is actually 8

NinvisibleYTApr 20, 2023

+43

+2

I checked and that is incorrect

NinvisibleYTApr 20, 2023

+43

+2

You made a mistake, it was 10x*srqt(21x)

NinvisibleYTApr 20, 2023

+43

+2

You said all twice

NinvisibleYTApr 20, 2023