Using proportions, it is found that Tonio will earn a total of $23,002 in commissions this year.
His salary is composed by:
- A base value of <u>$18,200.</u>
- A commission of 2.3% for all ticket sales, which average $15,500 per week, hence <u>52 x 15,500 per year,</u> as a year has 52 weeks.
- Another commission of $0.03 per visitor to the website, which averages 12,400 per month, hence <u>12 x 12,400 per year,</u> as a year has 12 months.
Then, the total commissions are given by:
Tonio will earn a total of $23,002 in commissions this year.
A similar problem is given at brainly.com/question/24372153
Answer:
. (In this problem we prove a fact that you demonstrated experimentally in Problem1 of the fourth assignment.) LetABCDbe a quadrilateral. LetM, N, P,andQbe the midpoints of the sides. Prove the area ofMNPQis one half the area ofABCD.4. (See Figure 1.) Give the proof of Theorem 24 for Case (iii). Given:MandNarethe midpoints ofABandAC,MX⊥AB,NX⊥AC, andXis onBC. To prove:Xis on the perpendicular bisector ofBC.XNCMABFigure 1
5. (See Figure 2). Prove Case (ii) of Theorem 28. Given:A0,B0andC0are collinear.To prove:A0BA0CB0CB0AC0AC0B= 1.C'A'B'ABCFigure 26. (See Figure 3.)Given:6A=6B,AD=BE,6ADG=6BEF.To prove:6CFE=6CGD.FGECDBAFigure 37. Suppose that you have a computer program which can perform the following func-tions:
(a) It can draw points, and draw line segments connecting two points.(b) Given a pointOand a line segmentAB, it can construct the circle with centerOand radius equal to the length ofAB.(c) Given a line segmentAB, it can find the midpoint.(d) Given a lineland a pointP(not necessarily lying onl), it can construct theline throughP
Step-by-step explanation:
Answer:
a) 2/10
b) 3/20
c) option 2
Step-by-step explanation:
Answer:
Step-by-step explanation:
You're given your variables, you just need to put them in the correct spot. X is on top, and x =1, replace x with 1. Y is on the bottom and y=8, replace y with 8.
If I helped, a brainliest answer would be greatly appreciated!
In mathematics. 256 is a composite number, with the factorization 256 = 28, which makes it a power of two. 256 is 4 raised to the 4th power, so in tetration notation 256 is 24.