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Lesson 3.4/3.5 - Review

Total questions: 11

Worksheet time: 31mins

Name
Class
Date
1.

Solve for y: 5x−y=165x-y=16  

a)

−y=5x+16-y=5x+16  

b)

y=5x+16y=5x+16  

c)

x=5y−16x=5y-16  

d)

y=5x−16y=5x-16  

2.

Solve for b:

y=mx+by=mx+b  

a)

y−mx=by-mx=b  

b)

y+mx=by+mx=b  

c)

ymx=b\frac{y}{mx}=b  

d)

y+mx=−by+mx=-b  

3.

Solve for h:

V=lwhV=lwh  

a)

V −l−w = hV\ -l-w\ =\ h

b)

V−lw = hV-lw\ =\ h

c)

Vlw= h\frac{V}{lw}=\ h

d)

V−lw=hV-\frac{l}{w}=h

4.

Solve for x: m =x+y2m\ =\frac{x+y}{2}

a)

 2m−y=x\ 2m-y=x

b)

2my=x\frac{2m}{y}=x

c)

m−y2=x\frac{m-y}{2}=x

d)

2(m−y)=x2\left(m-y\right)=x

5.
What's a way to define absolute value?
a)

The value of a number.

b)

The opposite of a number.

c)

The distance of a number from zero.

d)

The multiplicative inverse of a number.

6.

Solve for x:

∣x+7∣=12|x+7|=12  

a)

x=−5, x=19x=-5,\ x=19

b)

x=5, x=−19x=5,\ x=-19

c)

x=5, x=−5x=5,\ x=-5  

d)

x=12, x=−7x=12,\ x=-7  

7.

Solve for v:

∣v+8∣−5=2|v+8|−5=2  

a)

v=−1, v=−15v=-1,\ v=-15

b)

v=−1, v=−5v=-1,\ v=-5  

c)

v=−15, v=15v=-15,\ v=15  

d)
No Solution
8.

Solve for x:

∣−4+5x∣=16|−4+5x|=16  

a)

x=165, x=125x=\frac{16}{5},\ x=\frac{12}{5}  

b)

x=4, x=−5x=4,\ x=-5  

c)

x=−125, x=4x=-\frac{12}{5},\ x=4

d)

x=4x=4  

9.

Solve for n:

  ∣−2n∣+10=−50|−2n|+10=−50  

a)

n=30, n=−30n=30,\ n=-30  

b)

n=20, n=−20n=20,\ n=-20  

c)

n=−5, n=5n=-5,\ n=5  

d)
No Solution
10.

Solve for r.

−2∣−2r−4∣=−12-2\left|-2r-4\right|=-12  

a)

r=1, r=5r=1,\ r=5  

b)

r=−5, r=−1r=-5,\ r=-1  

c)

r=−5, r=1r=-5,\ r=1  

d)

No Solution

11.

Are you ready for tomorrow's quiz?

a)

No!

b)

I guess...

c)

Sure...

d)

Yes!