I have tried using logarithm

[teal token]

using the 2^x Graph create the 3^x graph (note that you can turn the 2^x in any other graphs than 3^x but at the end make it to 3^x)

[limpid jetty]

To create a graph of 3^x using the graph of 2^x, you can use the properties of logarithms and the concept of change of base. The logarithm of a number x to base b is defined as the exponent to which b must be raised to produce x.

Therefore, to create a graph of 3^x using the graph of 2^x, you can first convert the 2^x graph to a logarithmic scale by expressing each point on the 2^x graph as a logarithm. For example, if the 2^x graph has a point at x = 2 and y = 4, you can express this point as log_2(4) = 2.

Next, you can convert the logarithms from base 2 to base 3 using the change of base formula: log_b(x) = log_c(x) / log_c(b), where b and c are the original and target bases, respectively. For example, if you have a point on the 2^x graph expressed as log_2(4) = 2, you can convert this point to base 3 using the change of base formula like this: log_3(4) = log_2(4) / log_2(3) = 2 / 1.585 = 1.26.

Finally, you can plot the points on the 3^x graph using the converted logarithmic values. For example, if you have a point on the 2^x graph expressed as log_2(4) = 2, you can plot this point on the 3^x graph using the converted logarithmic value of log_3(4) = 1.26 as the x coordinate and 4 as the y coordinate.

In summary, to create a graph of 3^x using the graph of 2^x, you can first convert the 2^x graph to a logarithmic scale, then convert the logarithms from base 2 to base 3 using the change of base formula, and finally plot the points on the 3^x graph using the converted logarithmic values.

@teal token

[teal token]

thanks man tried logarithm a lot but needed a good help

[shadow belfry]

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