Ryanis comparing the growth rate of two different fertilizers on his sunflowers. Flowers using fertilizer A have a height represented by f(x)= 1.2^x-1; flowers using fertilizer B have a heat represented by f(x)= 0.08x^2, where X represents the number of months, and Y represents the height and feet. To the nearest 10th, approximately when will the flowers heights using fertilizer B exceed those using fertilizer A? Explain Ryan things flowers using fertilizer B will have heights that continue to exceed those using fertilizer A after five months. explain why Ryan is incorrect to the nearest 10th, approximately when will the Heights the flowers using fertilizer A exceed the heights of the flowers using fertilizer B after the first five months? Explain x Fertilizer A Fertilizer B 1 0.2 0.08 2 0.44 0.32 3 0.728 0.72 4 1.0736 1.28 5 1.48832 2
Equations and Inequations
Equations and inequalities describe the relationship between two mathematical expressions.
Linear Functions
A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.
Ryanis comparing the growth rate of two different fertilizers on his sunflowers. Flowers using fertilizer A have a height represented by f(x)= 1.2^x-1; flowers using fertilizer B have a heat represented by f(x)= 0.08x^2, where X represents the number of months, and Y represents the height and feet.
To the nearest 10th, approximately when will the flowers heights using fertilizer B exceed those using fertilizer A? Explain
Ryan things flowers using fertilizer B will have heights that continue to exceed those using fertilizer A after five months. explain why Ryan is incorrect
to the nearest 10th, approximately when will the Heights the flowers using fertilizer A exceed the heights of the flowers using fertilizer B after the first five months? Explain
x Fertilizer A Fertilizer B
1 0.2 0.08
2 0.44 0.32
3 0.728 0.72
4 1.0736 1.28
5 1.48832 2
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