\(y = a (b)^x\)
when x = 0, you have y = -7
when x = 1, you have y = -14
can you figure out what 'a' and 'b' is
remember that b^0 = 1
so when x = 0, then what is the 'a' value?
klmjnmkj:
im not sure about the a value
AZ:
when x = 0, y = -7
\(-7 = a \times b^0\)
anything to the power of 0 is going to be 1
so b^0 is 1
so what is a??
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klmjnmkj:
-7
AZ:
there you go, so now we know that 'a' is
let's figure out b
\(\Large y = -7(b^x)\)
so when x = 1, then b =-14
and you should know that anything to the power of 1, is going to be that number itself
so b^1 = b
so replace x with 1, and y with -14
solve for b
klmjnmkj:
98
AZ:
how?
klmjnmkj:
-7 times -14
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AZ:
no...
-14 = -7 * b
how do you find b?
klmjnmkj:
2
AZ:
there you go
klmjnmkj:
the anser is 2
AZ:
no, the value of 'a' is -7
and the value of 'b' is 2
so put it all together
@az wrote:
\(y = a (b)^x\)
when x = 0, you have y = -7
when x = 1, you have y = -14
can you figure out what 'a' and 'b' is
remember that b^0 = 1
so when x = 0, then what is the 'a' value?
Still Need Help?
Join the QuestionCove community and study together with friends!