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Math Algebra Basics & Negatives, Few Numbers Flashcards | StudBud
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Math Algebra Basics & Negatives, Few Numbers
Math Algebra Basics & Negatives, Few Numbers
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Answers
1
(C)/(B) = (A), (B) = ?
(B) = (2B)
(B) = (C)/(A)
(B) = (A)/(C)
(B) = (A)(C)
2
(-1)(C) = (B), (C) = ?
(C) = (2B)
(C) = (B)
(C) = (-B)
(C) = (A)(B)
3
A - B = C, B = ?
B = A - C
B = C - A
B = C + A
6
4
A + A = C, Simplify
A = C
AC = A
C + A = A
2A = C
5
(A)(B), Means what?
Subtraction
Multiplication
Division
Addition
6
What can "A" mean?
Anything real
Any number
Anything
Anything except infinite, negative infinite, and 0
7
What does "=" mean?
Both sides are the same
Solve the question
Generate an answer
The one on the left becomes the one on the right
8
(A)(B) = (C), B = ?
B = (C) - (A)
B = (C)(A)
B = (A)/(C)
B = (C)/(A)
9
-C = A, C = ?
C = -A
C = B
C = A
C = 5
10
(-1)(A) + (-1)(A) = ?
(-2A)
0
(-A)
(2A)
11
A + A = C, Solve for A
A = C - A
2A = C
A = 2C
A = C/2
12
(A)(B) = (C), A = ?
(A) = (C)/(B)
(A) = (C)(B)
(A) = (B)/(C)
(A) = (C) + (B)
13
A + B = C, A = ?
A = B + C
A = C - B
A = (C/B)
A = B - C
14
(C)/(B) = (A), (C) = ?
(C) = (A)/(B)
(C) = 9
(C) = (B)/(A)
(C) = (A)(B)
15
(C)/(B) Means what?
Addition
Multiplication
Division
Subtraction
16
(C)/(C) = (B), (B) = ?
(B) = (2C)
(B) = (C)
(B) = 1
(B) = (C)/(A)
17
(3)(A)(B) = (C), (B) = ?
(B) = (3C)/(A)
(B) = (A)/(3C)
(B) = (3A)/(C)
(B) = (C)/(3A)
18
(Y) = (M)(X) + (B), (X) = ?
(X) = ((B)-(Y))/(M)
(X) = (Y)/((B)-(M))
(X) = ((Y)-(B))/(M)
(X) = ((M)-(B))/(Y)
