Solving Literal Equations Question Preview (ID: 44659)


This Is A Review For The Process Of Solving Equations. TEACHERS: click here for quick copy question ID numbers.

Solve the equation d = rt for r.
a) r = dt
b) r = d ∕ t
c) r = t ⁄ d
d) r = dtr

Solve the equation P = 2l +2w for w
a) w = P − 2l
b) w = -2l + P
c) 2w = 2l − P
d) w = P ⁄ 2 − l

Solve the equation v = 3k ⁄ t for t
a) t = 3vk
b) t = -3k + v
c) t = 3k ⁄ v
d) t = -v − 3k

Solve I = prt for p
a) p = I ⁄ rt
b) p = rt − I
c) p = rt ⁄ I
d) p = I − rt

What are literal equations?
a) expressions that consists of numbers and variables
b) equations that consist of two or more variables that are solved for a specific variable
c) expressions that consist of more than one variable that are solved for a specific variable
d) an equation that had many numbers and one variable

What is the inverse operation of addition ( + )?
a) multiplication ( * )
b) addition ( + )
c) subtraction ( - )
d) division ( / )

What is the inverse operation of multiplication ( * ) ?
a) multiplication ( * )
b) subtraction ( - )
c) division ( / )
d) addition ( + )

What is the inverse operation of subtraction ( - ) ?
a) addition ( + )
b) division ( / )
c) subtraction ( - )
d) multiplication ( * )

What is the inverse operation of division ( / ) ?
a) addition ( + )
b) subtraction ( - )
c) multiplication ( * )
d) division ( / )

What is the first step in solving this equation? Solve a + b = c for b
a) add a
b) add c
c) subtract b
d) subtract a

Identify the operation 3 + b
a) addition ( + )
b) subtraction ( - )
c) multiplication ( * )
d) division ( / )

Identify the operation 3 - b
a) addition ( + )
b) subtraction ( - )
c) multiplication ( * )
d) division ( / )

Identify the operation 3b
a) addition ( + )
b) subtraction ( - )
c) multiplication ( * )
d) division ( / )

Identify the operation a/b
a) addition ( + )
b) subtraction ( - )
c) multiplication ( * )
d) division ( / )

Identify the operation, ab
a) addition ( + )
b) division ( / )
c) multiplication ( * )
d) subtraction ( - )

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