2 3 q= 1 2 − 1 4 = 2 3

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Presentation transcript:

2 3 q= 1 2 − 1 4 = 2 3 𝑏

Page 93 #’s 1, 3, 5, 9

Solving Equations with Variables on both sides 2+5k=3k-6 3w+2=7w 1.3c=3.3c+2.8

3. 6(5m-3)= 1 3 (24𝑚+12) 4. 7(n-1)= -2(3+n)

5. 3(3m-2)= 2(3m+3) 6. 2(4r+6)= 2 3 (12𝑟+18)

Section 5: Solving Equations with Absolute Value Definition: The distance away from ZERO!

Solving Equations with Absolute Value: ***MUST SPLIT YOUR EQUATION INTO TWO CASES** | f +5 |=17 |b-1|=-3

You Try: 3. | y+2|=4 4. |3n-4|=2

2|x+3|= 12 1 3 𝑥+8 =6

Section 8: Transforming Equations

Solve 4m-3n=8 for m **YOU WILL NOT GET A NUMBER ANSWER** Your answer will be a different version of this equation.

15 = 3n+6p , Solve for N. 𝑘−2 5 =11

4. The members of the senior class are planning a dance they use the equation r=pn to determine the total receipts. What is n expressed in terms of r and p. 5. The equation for the volume of a cylinder is V=πr2h. The positive value of r, in terms of h and V, is…...