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.
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.
@Mathematics

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- anonymous

A

- anonymous

option D

- anonymous

oopsie its is D

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## More answers

- shaik0124

EXPLAIN HOW U GOT D ANSWER

- anonymous

first find roots

- anonymous

and then find the roots after (x+5) is substitutes

- anonymous

then it would be obvious that its been moved 5 to the left

- shaik0124

WHAT EQN DID U GOT

- anonymous

15x^4-20x^3+10x^2-35x

- anonymous

thats with x+5 substituted

- anonymous

x+5=x-(-5)
so, the graph will be valid if origin is taken (-5,0) instead of (0,0)
so, the whole graph will shift in 5 units to left

- anonymous

it actually x^2+15x+48

- anonymous

after x+5 is substituted

- shaik0124

I GOT THE EQN X^2+15X-47

- anonymous

no its +48

- anonymous

not -47

- shaik0124

YA =48

- anonymous

why u guys r fighting on it?? :)

- anonymous

Which of the following describes the non-rigid transformation in the function shown below?
y+5=-2(x-1)^2
A. The graph is reflected across the x-axis.
B. The graph is shifted 1 unit right.
C. The graph is shifted 5 units down.
D. The graph is stretched vertically by a factor of 2.

- anonymous

im just saying the right answer not fighting

- anonymous

ok, ok :D

- anonymous

but finding the roots- method is not so good, i guess

- anonymous

is there a better way?

- anonymous

hmm, think it this way
in the first case, the result u will get substituting x=0, in the 2nd case u will get that exact value for x=-5

- anonymous

oh ok

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