Asked by firstname
Are these correct now Mr reiny?
What is the solution of x² + 64 = 0?
A. –5
B. 8***
C. ±8
D. no solution
What is the value of b in the triangle shown below?
A right triangle is shown. The height equals 3 b. The base equal b. The area of the triangle equals 24 square inches squared.
A. –4 in
B. 4 in
C. ±4 in***
D. no solution
What is the solution of x² + 64 = 0?
A. –5
B. 8***
C. ±8
D. no solution
What is the value of b in the triangle shown below?
A right triangle is shown. The height equals 3 b. The base equal b. The area of the triangle equals 24 square inches squared.
A. –4 in
B. 4 in
C. ±4 in***
D. no solution
Answers
Answered by
Ms Pi 3.14159265358979323
#1 is incorrect.
Either you factor to solve it...
Or take the 64 to the other side, then take the square root...
So B is NOT correct...
Either you factor to solve it...
Or take the 64 to the other side, then take the square root...
So B is NOT correct...
Answered by
firstname
1: ±8
2: 4
2: 4
Answered by
firstname
are those correct now?
Answered by
Ms Pi 3.14159265358979323
Can you take the square root of a negative number?
You have x^2 = -64
so you try to take the square root of both sides...
You have x^2 = -64
so you try to take the square root of both sides...
Answered by
Ms Pi 3.14159265358979323
#2 is correct : )
Answered by
firstname
no i cant take the square root of a negative number so its no solution!
Answered by
firstname
did i get it right Ms pi?
Answered by
Ms Pi 3.14159265358979323
Yes : )
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