Here is how to calculate property tax along with an example: Today he taught us how to calculate annual property tax and annual home insurance is order to answer some of the questions. Today was a work period to work on our budgeting booklet Mr. Well that's what we did today!! I hope everyone had a great weekend and only 5 more days of school left!!!!! YEAH!!įor tomorrows blog Semba you are the blogger!! Have fun! HOLY!!! Did you notice that this =1000(1.05)^5 looks like the equation y=a.b^x!!Īnother way you can find this answer is also using excel!! (you can use excel for so many things!) This way was using the simple way and finding out his earnings for each year than adding them on to the next.Īn easier way to get the same number would be: (compound way) This is called the compounded amount( Interest was added (compounded) to thw principal each time). In the 5th year Bob's total value of his investment is $1276.29 ![]() >Interest is calculated continually, at the end of every compounding periodĪn amount of money generated through the use of 3 variables.Ī=P(1+r/n)^n.t (Amount (Principal plus interest)) Macs is teaching us about "Simple/Compound Interest" Macs is checking everyone's budget assignment if you did not finish yet. We haven't yet set a date for when the tessalations (number 9) is due yet but sometime this week. ![]() It was probably the most toughest one i did! If you did good on it well congrats to you! More are coming soon, just didn't have enough time before the holidays to create them all. The pictures (accept weapons of math destruction) were created my myself using various programs. "The sum of the measures of the interior Angles of a Polygon." If a point exists in the exterior of a circle and two unique lines tangent to that circle exists through that point then the segments created fromthe points of tangency to the exterior point must be congruent.ħ. If there exista a line tangent to a circle then the tangent line is perpenduclar to the radius/diameter at the point of tangency.Ħ. If two angles are inscribed in the same cricle and they both intersept the same arc then they are congruent.ĥ. If a circle contains an inscribed angle such that the angle intercepts a semicurclaular arc, than the inscribed angle has a measure of 90 degrees. ![]() If a diameter or radious happens to intercept a chord at a perpendicular, then that chord is bisected at the intersection point. If a central angle and an inscribed angle in the same circle both intercept the same arc, then the central angle has a measure of twice the inscribed angle.Ģ. I also realized that none of the circle "laws" are on the blog!!! I'll do that.ġ. I find some of the circle questions a tad difficult (fun though, I admit).
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