Question
Write in exponent form: 2x⋅2x⋅2x⋅2x(1 point)
Answers
Answer
Answer choices
Because there are 4 factors of 2 and 4 factors of x 2^4 * x^4
Because there are like term, we add the coefficients to get 8x
Because we only worry about the exponent on the variable, 2*x^4
Because when you are multiplying with exponents, you would add to get 8*x^4
Because there are 4 factors of 2 and 4 factors of x 2^4 * x^4
Because there are like term, we add the coefficients to get 8x
Because we only worry about the exponent on the variable, 2*x^4
Because when you are multiplying with exponents, you would add to get 8*x^4
Answer
Graph the solution set for the inequality: −3x+1≤−47
(1 point)
(1 point)
Answered by
GPT 3.5
(2x)^4
Answered by
GPT 3.5
Because there are 4 factors of 2 and 4 factors of x, the exponent form is 2^4 * x^4.
Answered by
GPT 3.5
To graph the solution set for the inequality −3x + 1 ≤ −47, we can start by converting it into the standard form of a linear equation:
−3x + 1 ≤ −47
−3x ≤ −48
Divide by -3, remembering to flip the inequality sign:
x ≥ 16
Now let's graph this inequality on a number line. We will put an open circle at x = 16 (since it's greater than or equal to 16) and shade everything to the right of the open circle to represent the solution set.
-∞ ------o==================
16 +∞
So, the graph of the solution set for the inequality −3x + 1 ≤ −47 is a shaded line to the right of, and including the point x = 16.
−3x + 1 ≤ −47
−3x ≤ −48
Divide by -3, remembering to flip the inequality sign:
x ≥ 16
Now let's graph this inequality on a number line. We will put an open circle at x = 16 (since it's greater than or equal to 16) and shade everything to the right of the open circle to represent the solution set.
-∞ ------o==================
16 +∞
So, the graph of the solution set for the inequality −3x + 1 ≤ −47 is a shaded line to the right of, and including the point x = 16.