The equation y is identical to 55(1.06) to power x models the connection among the x-axis which represents years and the y-axis, which represents range of bison.
The equation y is identical to 55(1.06) to power x models the connection among the x-axis which represents years and the y-axis, which represents range of bison.
The exponential function is described in which the characteristic will increase rapidly and the cost of the exponential characteristic is continuously positive. It denotes with exponent y = a^x
in which a is a steady and a>1
We have a herd of bison presently has fifty-five members, and biologists estimate that the scale of the herd will boom at a charge of 6% in step with year.
We can write the version of this relationship:
[tex]\rm\, y = 55(1 + 0.6)^{x} \\\\\\y = 55 (1.6)^{x}[/tex]
Thus, the equation y is identical to 55(1.06) to energy x models the connection among the x-axis which represents years, and the y-axis, which represents range of bison. It denotes with exponent y = a^x
in which a is a steady and a>1
We have a herd of bison presently has fifty-five members, and biologists estimate that the scale of the herd will boom at a charge of 6% in step with year.
We can write the version of this relationship:
[tex]\rm\, y = 55(1 + 0.6)^{x} \\\\\\y = 55 (1.6)^{x}[/tex]
Thus, the equation y is identical to 55(1.06) to energy x models the connection among the x-axis which represents years, and the y-axis, which represents range of bison.
Learn more about Exponential function here:
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