All the following defines what a slope is, except: A. a 2-dimensional shape.
Slope, which is the same thing as unit rate, can be defined as the rate of change of y over x, which also equals rise/run.
It can be given as: slope = .
Therefore, all the options define a slope except: A. a 2-dimensional shape.
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The given expression is
To solve this products, we need to use power properties, like the one below
In words, the product between powers which have the same base, results in the same base and the exponent is the sum of the first two.
So, if we apply this property, we have
Now, if we compare Conner's work and Jana's work, you will observe that Conner is right, because he applied the right property of powers to simplify the expression.
Therefore, Conner's work is right.
hmm, try to look it upp thorgh brainly cause thats what most people do
the width is 8
The inequality to represent the given phrase is 5x ≤ 45.
A statement of an order relationship-greater than, greater than or equal to, less than, less than or equal to- between two numbers or algebraic equations.
Now the given phrase is,
the product of a number and 5 is at least 45
So, x let be the number.
Thus, we have
product of a number and 5 = 5*x
⇒ product of a number and 5 = 5x
Now this is atleast 5, So get
5x ≤ 45
this is the required inequality.
Thus, the inequality to represent the given phrase is 5x ≤ 45.
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A line passing through points (5,−2) and (6, 4) has the greatest rate of change which is 6.
We have to determine, which function has the greatest rate of change.
The slope of the line is defined as a slope that is equal to m.
The slope of the line y = 3x - 4,
The slope of the line m is 3.
And The slope of the line -8x + 4y = 1,
Then, The slope of the line m = -(-8)/4 =8/4 =2.
And The slope of the line passes through points (2,6) and (3,10) is,
And The slope of the line passes through points (5,−2) and (6, 4) is,
Hence, The slope of the function is 6>4>3>2 and the greatest rate of change ) a line passing through points (5,−2) and (6, 4) is 6.
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