luquejeannine
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The tree was 60 inches tall to use later it was 105 inches tall what is the percentage increase to the nearest hundredth of the height of the tree​

Respuesta :

Given :

Initial height , [tex]h_i = 60\ inches[/tex].

Final height , [tex]h_f = 105\ inches[/tex].

To Find :

Percentage increase in height of the tree.

Solution :

Percentage increase is given by :

[tex]\%=\dfrac{h_f-h_i}{h_i}\times 100\\\\\%=\dfrac{105-60}{60}\times 100\\\\\%=75\%[/tex]

Therefore, % increase is 75%.

Hence, this is the required solution.

Answer:

75%

Step-by-step explanation:

In this case 60 comes first than, 105. Meaning 60 was the original value, and 105 is the final value. The steps are, Final subtracted by Original over Original

mulitplied by 100

1. Order the Numbers

Format: 105-60/60 * 100

2. Solve the Equation

=45/60 *100

=4500/60

=75/1

=75

3. Final Answer

=75%

I hope it helps! :D

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