Answer:
The greatest value of the expression 1-x^2 is 1
Step-by-step explanation:
Here, we want to find the greatest value of the integer 1-x^2
We should understand that when we talk of integers, we are referring to whole numbers.
We should understand that 0 is also an integer.
Apart from zero, any other integer we substitute for x will give the function a negative value. Only 0 will make sure that the value remains positive and as such gives the function its highest possible value
So therefore;
1-0^2 = 1-0 = 1
Hence, the greatest possible value of the expression is 1
Answer:
The end behavior of a function [f] describes the behavior of the graph of the function [f] at the ends of the x-axis.
Step-by-step explanation:
I've done this last year and this is what I can come up with
Try multiplaying all sides
To find a percentage of a number we multiply the percentage times the number and get the result, here we have the percentage and the result and need to find out which number it corresponds to, lets write an equation to do so and keep in mind that the percentage itself can be written in a different way:
225% = 225 out of 100 = 225/100
So we have this equation, where we call x the number we are looking for:
<span>(225%)(x) = 81
</span>(225/100)(x) = 81
so we solve for x:
225x = 81*100 = 8100
x = 8100/225
x = 36
The original number is 36, hence 225% of 36 is 81
Answer:
1 : 2
Step-by-step explanation:
Express the ratio as the number of oranges in each box, that is
box A : box B
= 18 : 36
Simplify the ratio by dividing both parts by 18, thus
ratio = 1 : 2 ← in simplest form
