Similarity is like a mother and a daughter, like a father and a son, never the same size, but always the same shape.
Similarity is not the exact clone, but is a model of an object, Like a barbie and a human, or like a model racecar and a real racecar.
Dilation is like a puppy growing into a dog, or like a balloon running out of air, shrinking or expanding in size, either double, triple, or quadruple in size.
Dilation is like your pupil, getting smaller when bright, and getting bigger when dark, you use a scale factor to enlarge or shrink.
Similarity is like a mother and a daughter, like a father and a son, never the same size, but always the same shape.
Similarity is not the exact clone, but is a model of an object, Like a barbie and a human, or like a model racecar and a real racecar.
Dilation is like a puppy growing into a dog, or like a balloon running out of air, shrinking or expanding in size, either double, triple, or quadruple in size.
Dilation is like your pupil, getting smaller when bright, and getting bigger when dark, you use a scale factor to enlarge or shrink.
No need to dread the formula for a polygon (n-2)*180 is a very straightforward equation Magic Method to find the total degrees of a polygon The system is easy as a pie, a piece of cake
No need to fear the polygons Only slice of pizza, piece of paper, and an octopus Children, kids, teenagers, Be more confident with polygons
Round and circular circle like an eye ball No even lines And is not a polygon
The time is midnight, a 0 degree! Taking 1 hour, make a 30 degree! Go back 2 hours more, now have a 90 degree! Two complementary angles, a 90 degree! That’s our complementary angle, going tik tok.
The time is 3:00 in the morning, a 90 degree! Adding 3 hours more, makes two 90 degree! Two supplementary angles, a 180 degree! That’s our supplementary angle going tik tok.
Look at the world around you, You’ll see complements and supplements! Books, keyboards, notes, and even the clock on the side! Two magical angles forming one full angle.
Equal like two seats in the bus Like a reflection in the mirror Both equal in size and angle
Two lenses of a glasses aren't comparable seeing that it has same length and width Reminds me of pair of sock
SSS is the sound of three snakes that are all the same SAS is the sound of three bacteria that has a angle between them ASA is an insurance company that has two same angles on the side of them
Translation is sliding But it is not rotating It is same in size, Only the location changes Translation is smoothly slipping, Around the coordinate plane
Rotation, one of the transformations that move around in the same degrees Never moving in any direction
The rotations are similar to a clock moving clockwise or counter clockwise. Switching the x and y coordinates Even moving around 180 degrees facing the original
It’s always the same Always unchanged But different positions Where it had flipped
When the polygon has been flipped over the y axis Then the x coordinate has been multiplied by -1 When the polygon has been flipped o ver the x axis Then the y coordinate has been multiplied by -1
It is just as we look in the mirror Not slid but flipped But the same shape as it had been reflected
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ReplyDeleteCorresponding angles,
ReplyDeletealways the same.
In two parallel lines,
that’s how they got their
name.
Alternate interior angles,
locked in a room.
They always stay inside,
expressing their gloom.
Alternate exterior angles,
always outside,
they like to be free,
but not side by side.
Similarity is like a mother and a daughter,
ReplyDeletelike a father and a son,
never the same size,
but always the same shape.
Similarity is not the exact clone,
but is a model of an object,
Like a barbie and a human,
or like a model racecar and a real racecar.
Dilation is like a puppy growing into a dog,
or like a balloon running out of air,
shrinking or expanding in size,
either double, triple, or quadruple in size.
Dilation is like your pupil,
getting smaller when bright,
and getting bigger when dark,
you use a scale factor to enlarge or shrink.
REMEMBER, BOTH ARE NEVER EVER EVER THE SAME SIZE.
Similarity is like a mother and a daughter,
ReplyDeletelike a father and a son,
never the same size,
but always the same shape.
Similarity is not the exact clone,
but is a model of an object,
Like a barbie and a human,
or like a model racecar and a real racecar.
Dilation is like a puppy growing into a dog,
or like a balloon running out of air,
shrinking or expanding in size,
either double, triple, or quadruple in size.
Dilation is like your pupil,
getting smaller when bright,
and getting bigger when dark,
you use a scale factor to enlarge or shrink.
Fear No More
ReplyDeleteNo need to dread the formula for a polygon
(n-2)*180 is a very straightforward equation
Magic Method to find the total degrees of a polygon
The system is easy as a pie, a piece of cake
No need to fear the polygons
Only slice of pizza, piece of paper, and an octopus
Children, kids, teenagers,
Be more confident with polygons
Round and circular circle like an eye ball
No even lines
And is not a polygon
Tik Tok Clock
ReplyDeleteThe time is midnight, a 0 degree!
Taking 1 hour, make a 30 degree!
Go back 2 hours more, now have a 90 degree!
Two complementary angles, a 90 degree!
That’s our complementary angle, going tik tok.
The time is 3:00 in the morning, a 90 degree!
Adding 3 hours more, makes two 90 degree!
Two supplementary angles, a 180 degree!
That’s our supplementary angle going tik tok.
Look at the world around you,
You’ll see complements and supplements!
Books, keyboards, notes, and even the clock on the side!
Two magical angles forming one full angle.
Equal like two seats in the bus
ReplyDeleteLike a reflection in the mirror
Both equal in size and angle
Two lenses of a glasses aren't comparable
seeing that it has same length and width
Reminds me of pair of sock
SSS is the sound of three snakes that are all the same
SAS is the sound of three bacteria that has a angle between them
ASA is an insurance company that has two same angles on the side of them
Translation is sliding
ReplyDeleteBut it is not rotating
It is same in size,
Only the location changes
Translation is smoothly slipping,
Around the coordinate plane
Rotation,
one of the transformations
that move around in the same degrees
Never moving in any direction
The rotations are similar to a clock
moving clockwise or counter clockwise.
Switching the x and y coordinates
Even moving around 180 degrees facing the original
It’s always the same
ReplyDeleteAlways unchanged
But different positions
Where it had flipped
When the polygon has been flipped over the y axis
Then the x coordinate has been multiplied by -1
When the polygon has been flipped o ver the x axis
Then the y coordinate has been multiplied by -1
It is just as we look in the mirror
Not slid but flipped
But the same shape
as it had been reflected