23. To find out whether Chris, Mary Beth, and Allison are in agreement with each other, we just need to find out what the percentage is that we are working on and use what we know to understand if they are in agreement.
Chris says that 46.2% of the votes went to a certain candidate. A percent is the fraction of parts-to-whole represented in a decimal form. A percentage is NOT in decimal form, however. To get a percentage in decimal form, you can either divide the percentage by 100, or (my personal shortcut) just shift the decimal point over two places to the left.
46.2% = 0.462
Based on this, we can see that at least Chris and Allison are in agreement, since Allison said that 0.462 voters voted for the candidate in question.
To find out if Mary Beth stands with them, we just have to divide the amount of people who she says voted for the candidate by the amount of voters in total to get her percentage.
231 / 500 = 0.462
This matches the other two's results, so we can safely come to our conclusion.
YES, Chris, Mary Beth, and Allison are in agreement on the population of voters who voted for the candidate.
Hope that helped! =)
This can be solved by using the 30 60 90 triangle. The 30-60 side is equal to 2x, here it is 2x=18. The 60-90 side is equal to x. So this side is 18/2=9. The 30-90 side is by the way equal to the root of x, so here the root of 18
You need to round the number to the nearest whole number
Step-by-step explanation:
the answer is the image above
The properties of the incenter of a triangle are the following:
<span><span>The center of the incircle wherein t<span>he</span><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span /><span> incenter is the center of the triangle'sincircle, the largest circle that will fit inside the triangle and touch all three sides.
</span></span><span>It is always inside the triangle. <span>The</span><span /><span /><span /><span /><span /><span /><span /><span> triangle's incenter is always inside the triangle. Moving the triangle above by dragging any vertex and notice that it will never go outside the triangle.</span></span></span>
