Please help!!! My math teacher doesn’t explain things well.
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When you look at the graph, the X is the x value and the one on the f(x) is the y value, imagian it is on a graph and x is the steps you have to walk then imagain a ladder you have to go as high as the f(x) value says, then mark them. if they follow a pattern then write it down, if it does not then write incosentant.
Have a nice day.
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You find that the product of 67 and 5 is 335. How can you use addition to check if you are correct? How can you use division to check if you are correct?
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On Saturday Jesse plays basketball for 2/3 hour Then he plays some more he plays 2 1/3 hours in all how much longer did Jesse play basketball
(5^-8) (5^-10)
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Step-by-step explanation:
This problem is all about bases and exponents. Because we have a quotient and the bases are both 5's, that means that we can use the rule of exponents for quotients to rewrite and simplify:
That's the simplification as long as you are "allowed" to leave the exponent as a negative number.
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Answer: 644cents
Step-by-step explanation:
From the question, we were told that
1 pound = $1.79
Miguel bought 3.6 pounds of oranges. This will cost
$1.79 x 3.6 = $6.444
Recall:
$1 = 100cents.
Therefore, $6.444 = 6.444 x 100 = 644.4cents = 644cents. To the nearest cent
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Answer:
Step-by-step explanation:
y=x^2-2x
Find the vertex of the parabola (Using graphing form)
(x-1)^2-1
Vertex= (1,-1)
Line of symmetry: (-1,0)
Answer:
x=1
Step-by-step explanation:
Axis of symmetry is the straight line down the middle of the parabola. X-int. are at x=0 and x=2. 2-0/2=1.
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x-intercept (-6,0)
y-intercept (0,2)
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Answer: The required cost of 0.7 pounds of sliced meat is $7.35.
Step-by-step explanation: Given that Marcus can buy 0.3 pound of sliced meat from a deli for $3.15.
We are to find the cost of 0.7 pound of sliced meat.
We will be using the UNITARY method to solve the problem.
We have
the cost of 0.3 pound of sliced meat = $3.15.
So, the cost of 1 pound of sliced meat will be
Therefore, the cost of 0.7 pound of sliced meat is
Thus, the required cost of 0.7 pounds of sliced meat is $7.35.