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3x/4-21x/32= -13
1 answer
Hint: read my previous post.
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Which expression is equivalent to (21x^−2)^0 ?(1 point) Responses
(21x^12y)1 7x^27x^2 0x^2⋅21x^4 3x^2⋅(1/7)x^−2
Top answer:
The expression (21x^−2)^0 is equivalent to 1.
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Which expression is equivalent to (21x^−2)^0 ?(1 point) Responses
(21x^12y)1 7x^2/7x^2 0x^2⋅21x^4 3x^2⋅(1/7)x^−2
Top answer:
3x^2⋅(1/7)x^−2
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Which expression is equivalent to (21x^−2)^0 ?(1 point)
(21x^12y)^1 3x^2 x (1/7) x^-2 7x^2/7x^2 0x^2 x 21x^4
Top answer:
1. 1 (the reason is the any number raised to 0 is equal to 1)
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Which expression is equivalent to (21x^−2)^0
? (21x^12y)^1 0x^2⋅21x^4 7x^2/7x^2 3x^2⋅(1/7)x^−2
Top answer:
1
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how do you solve
7(3x+4)=8(2x+5)+13 expand the parenthesis...I will do the left side.. 21x + 29= Now, subtract sixteen x from
Top answer:
2 (x-3 ) -3 (x +5 ) =3 ( x-2 ) -7
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7(3x+4)=8(2x+5)+13
how would I start a equation like this would it be 21x+28=16x+40+13 ? Yes, that is the way to start. Now
Top answer:
I apologize for the confusion in my previous response. Let's go through the steps of solving the
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Which expression is equivalent to (21x^(-2))^(0) ?
(21x^(12)y)1 0x^(2)*21x^(4) (7x^(2))/(7x^(2)) 3x^(2)*((1)/(7))x^(-2)
Top answer:
The expression (21x^(-2))^(0) is equal to 1.
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which expression is equivalent to (21x^(-2))^(0) ?
a. 3x^(2)*((1)/(7))x^(-2) b. 0x^(2)*21x^(4) c. (7x^(2))/(7x^(2)) d.
Top answer:
c. (7x^(2))/(7x^(2))
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Which expression is equivalent to (21x^(-2))^(0) ?
A (21x^(12)y)1 B 0x^(2)*21x^(4) C (7x^(2))/(7x^(2)) D 3x^(2)*((1)/(7))x^(-2)
Top answer:
The expression (21x^(-2))^(0) is equal to 1 because any number raised to the power 0 is always 1.
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Equivalent to (21x^-2)^0? A. (21x^12y)^1 b. 0x^2•21x^4 c. 3x^2•(1/7)x^-2 d. 7x^2/7x^2
Top answer:
The answer is D. 7x^2/7x^2. When any base is raised to the power of 0, the result is always 1.
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