Hailey's Blog

My Riverside Rapid Digital Portfolio

Category: Grade 10 (Page 1 of 2)

Fly- Modern Sonnet


Her life but falsely secure safe was she

Beyond love and heartbreak confusion sets in

Unsure and forced to separate from thee

Struggles with none other than her own sin


she watched her devotion as it had sank

happiness is who she was not to be

Motion may waver as sky’s draw a blank

No more relate to the life she can’t see


The clarity of the truth remains fate

her love with but two will end without one 

Today she lives as tomorrow has weight

Her heart quiver and shake has yet begun


A sudden rush but then the stars align

How can I relate to one that’s not mine?

                                                      -Hailey Smith

Thistle & Weeds

My Weekend Poetry

Get to Know Hailey Smith

Drug Awareness PSA

cocaine psa- hailey and lyle-2avhitt 

Great Sandy Desert- Biome Study

My Biome study was done with Nick Tang and Patryk Kuffel. Our project was on the Great Sandy Desert in Australia, we desplayed our resurch using Weebly website creator.


I really enjoyed this project and being able to learn about this amazing place. Before this project I never would have thought so much of this desert, but I have really gotten to know the history, landscape, vegitation, and the wild life that is in this area. It is intreaguing to learn about a place so diffrent to what we call home up in canada, learning how things work and by protecting this biome your presurving all it has made itself to be. It is a popular tourist attraction and holds some of the greatest land masses in the world. By losing a place like this it would make a big inpact on the earth.


Biotechnology: Gene Therapy







http://www.biotecharticles.com/Biotech-Research-Article/Types-Of-Gene-Therapy-Advantages- And-Disadvantages-of-Gene-Therapy-1030.html



Multiplying Polynomials Using Diagrams

This week in math we learned how to multiply polynomials using diagrams.

There are 2 different kinds of diagrams that we learned. One has algebra tiles and the other one is area diagrams, they are both displayed in a table.

Diagram 1 (algebra tiles)


This is an example of a question that you might be given.


You want to start with a table that looks something like this. once you have your table drawn out you need to separate and organize the equation accordingly.


(shaded tiles = positive) (unshaded tiles = negative)


This is the step where you draw out the multiplication. You want to draw the squares and rectangles making sure you line them up properly with the crossing shape.

Keep in mind…
negative x negative = positive
positive x positive = positive
negative x positive = negative


When you write out the final equation you want to make sure you have the proper algebra tiles ( x^2 , x , #)

Diagram 2 (area diagram)

This diagram is very similar to the first example but instead of algebra tiles you use the numbers, variables and exponents.


again you start out with an equation that might look something like this.

.screenshot-70                                screenshot-79

When you put the expressions into the table you want to directly use the numbers and variables.


in this step you want to multiply the crossing variables.



Once you know the values for the inside of the chart you need to take the variables and write them out.


I didn’t have a hard time learning how to do the diagrams, but this was new information to me. If I had to say one thing that might have confused me or made me think hard while using the diagram, the step where you have to determine if the algebra tiles on the inside of the table are positive or negative in the first diagram make me think hard. After a few example/ practice questions I get use to it and it becomes really easy.

If I were to choose which diagram i like using the most I would say diagram 1 (algebra tiles). maybe because I have more practice with them or a greater understanding of how they work but over all they are easier for me to work with.

something about diagram 2 that I really like is that it is a really direct way to figure out the equation, it is quick and easy and really convenient in some situations.




My Future Life

Finding a Missing Side of a Right Triangle

This week in class we learned how to find a side in a right triangle. All you need to find a missing side is 1 side and 1 angle.



The picture above is an example of a question asking to figure out the missing side.


The first thing you should always do is label the sides in respect to the indicated angle.

Once all your sides are labeled you then have to decide what sine ratio you need to use. A trick to remember what sine ratio is appropriate for each question is SOH CAH TOA.


For my example I will be using SIN because the adjacent side does not yet have a measurement.


Once all my sides were labeled I put the numbers into an equation.


The picture above shows how I canceled the denominator (50cm) on the right side and am multiplying 50 onto the left side. Doing this it leaves the right side as x so you can solve for x.


The equation has been written out so you can clearly see how to solve it.


By using the appropriate sine ratio I was able to solve for X.





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