Simplify the following algebraic expression:
4+3 [6z - 5(6 +2z)]
2 answers:
Multiply z and 6
Multiply z and 1
The z just gets copied along.
The answer is z
z
6*z evaluates to 6z
Multiply z and 2
Multiply z and 1
The z just gets copied along.
The answer is z
z
2*z evaluates to 2z
6+2*z evaluates to 6+2z
Multiply 5 by 6+2z
we multiply 5 by each term in 6+2z term by term.
This is the distributive property of multiplication.
Multiply 5 and 6
1
5 × 6 = 30
Multiply 5 and 2z
Multiply 1 and z
The z just gets copied along.
z
5 × 2z = 10z
5*(6+2*z) evaluates to 30+10z
6z - 10z = -4z
The answer is -4z-30
6*z-5*(6+2*z) evaluates to -4z-30
Multiply 3 by -4z-30
we multiply 3 by each term in -4z-30 term by term.
This is the distributive property of multiplication.
Multiply 3 and -4z
Multiply 1 and z
The z just gets copied along.
z
3 × -4z = -12z
Multiply 3 and -30
1
3 × -30 = -90
3*[6*z-5*(6+2*z)] evaluates to -12z-90
4 + -90 = -86
The answer is -86-12z
4+3*[6*z-5*(6+2*z)] evaluates to -86-12z
The final answer is -86-12z
The answer is -86-12z
4+3*[6*z-5*(6+2*z)] evaluates to -86-12z
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