B. The graph would shift down 5 units.
C. The graph would shift up 5 units.
D. The graph would shift 5 units to the left.
Consider the function y=x^2+5x-2 . What would happen to the graph if (x + 5) was substituted in place of the x?
A. The graph would shift 5 units to the right.
B. The graph would shift down 5 units.
C. The graph would shift up 5 units.
D. The graph would shift 5 units to the left.
Option: D is the correct answer.
D. The graph would shift 5 units to the left.
We know that the transformation of a function f(x) to f(x+a) is a shift of the function either to the left or to the right by a units depending on the sign of a i.e. if a>0 then the shift is a units to the left
and if a<0 then the shift is a units to the right.
Here we have:
is converted to:
Here we have a=5>0
Hence, the shift is 5 units to the left.
is perpendicular to the x-axis,
A. Equation; x = 4
B. Equation; x = -2
C. Slope undefined
D. Slope: 0
E. Equation: y = 4
F. Equation: y = -2
Answer:a,b,e,f
Step-by-step explanation:
Answer: If you are doing negative subtraction it makes it addition automatically which helps to just add instead of reverse subtraction
Step-by-step explanation:
The value of y is 5
Given,
2x+z=2y
2x+2y+z=20
Now,
From equation substitute the value of 2x,
2x = 2y -z
substitute the value in second equation,
2y -z + 2y + z = 20
Now solve the terms with like variables,
4y = 20
y = 5
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Answer: 327 1/3
Hope this helps! :)
Answer:
5892 ÷ 18
327 1by 3in mixed fraction