Silent Film Narrative Assignment

Presto Narrative Poem

Rumble goes my tummy I haven’t eaten in days

My master has me working as if I were a slave

In walks my master eating a snack

But instead of feeing me he immediately gets out his magic hat

 

He pulls me out of my cage I must be getting my dinner

But oh no the show is about to start, I can feel myself getting thinner

Well this is absurd

He has provoked me and be assured

I will get the last word

 

He reaches into his hat to grab me, but I combat

Snap goes his finger I have surprised him with a mousetrap

Our shenanigans continue the crowd is amused

I will not take any more of this I am tired of being used

 

I tie him up and send him flying

But oh no what if he ends up dying

I save him and he lands in perfect orientation

The crowd claps and we get a standing ovation

 

My master is now pleased and I get my dinner

If we work together I have no doubt that the show will be a winner

week 17 – precalc 11

this week I math we learned to how to use Sin law to find either a certain angle of a triangle or a side length. In order to use Sin law you at least three clues, of those three clues you need to have an angle and the corresponding side length of that angle.

below is a triangle that you would be able to use Sin law with

The angle of “C” is not directly given however, you can determine the angle subtracting the other two angles from 180 as all angles in a triangle have to add to 180\textdegree

you now know that angle C is 63\textdegree. With this information, you can find either side a or side b with the formula \frac{a}{sinA}=\frac{b}{sinB}=\frac{c}{sinC}

\frac{b}{sin75}=\frac{22}{sin63}

 

b=\frac{22(sin75)}{sin63}

 

b=24cm

week 15- precalc

This week in math we learned how to simplify an expression when they are adding.

\frac{6}{a-3}+\frac{2}{a+7}

The non-permissible values are A cannot equal 3,-7. The next step is to multiply both fractions by a common denominator

\frac {6 \times (a+7)}{(a-3)\times (a+7)}+\frac{2\times(a-3)}{a+7\times(a-3)}

 

\frac{6a+42+2a-6}{(a-3)(a+7)}

then collect like terms

\frac{8a+36}{(a-3)(a+7)} is what you are left with