Friday, January 23, 2015

HOPKINS COLLECTION

Marvelous Math

Hopkins, Lee Bennett. Marvelous Math: A Book of Poems. Illustrated by Karen Barbour. New York: Aladdin Paperbacks, 2001.
ISBN: 978-068984442-3

Hopkins is responsible for creating over one hundred anthologies of poetry for children.  Most are focused on a single topic and Marvelous Math: A Book of Poems is no exception.  Most of the poems selected for this anthology have a distinct rhyming pattern, but Hopkins has sprinkled the pages with some free verse poetry and haikus.  The poems, written by fourteen different authors as well as Bennett himself, easily show the reader math in their every day life.  Fractions, multiplication, division…it is all covered in this collection.  The table of contents makes it easy to find a poem by a particular poet, which is helpful for readers.  Some poets are immediately recognizable – David McCord, Karla Kuskin, and Lee Bennett Hopkins – while others are not as well known. 

With each poem having its own page, sometimes two pages, the poems are easy to read.  The illustrations Barbour created for this anthology are vibrantly colored, simple depictions of the topics in each poem and completely fill the pages.  She depicts people of several different nationalities and includes many different fanciful animals.  The illustrations feel happy.

from
TAKE A NUMBER
By Mary O’Neill

Imagine a world
Without mathematics:

No rulers or scales,
No inches or feet,
No dates or numbers
On house or street,
No prices or weights,
No determining heights,
No hours running through
Days and nights.
No zero, no birthdays,
No way to subtract
All the guesswork
Surrounding the fact.
No sizes for shoes,
Or suit or hat. . . .
Wouldn’t it be awful
To live like that?

Before reading the poem:
Ask students how we use math in our everyday life.
Display the poem so they can follow while the poem is read to them.
Allow student to randomly read along on the second and third readings.
Follow-up:
Have students write their own poem: Imagine a world with no _________.


Wednesday, January 21, 2015

SCHOOL POETRY

If You're Not Here, Please Raise Your Hand
by Kalli Dakos
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illustrated by G. Brian Karas


Dakos, Kalli. If You're Not Here, Please Raise Your Hand: Poems About School. Illustrated by G. Brian Karas. New York: Aladdin Paperbacks, 1995.
ISBN: 0-689-80116-5

This collection of over thirty poems revolves around issues relating to school.   Dakos has written several school poetry collections, but this collection started it all.  The majority of the poems are comprised of couplets, but there are several free verse included as well.  They Don’t Do Math in Texas is a prime example of the repetition Dakos uses in some of her poetry.  “In Texas” begins every stanza, letting the reader know they will be hearing more about what happens in Texas.  In I Left My Book in Hawaii, personification helps the reader hear the setting: “oceans whispered” and “beaches beckoned.” Kalli Dakos has included poems about many topics relating to school, including math, new kids, the teacher “evil eye”, and death of a classmate.  No matter the topic, Dakos has the ability to make the reader feel those events all over again.  The poems elicit a range of emotions - from funny to frustrating to slightly sad, but they never seem to go too far.  Even Dakos poem, J.T. Never Will Be Ten, shows a child remembering the good things about the friend he lost to an early death.

Several pages of the book felt cramped; one poem ended and another began.  The poems didn’t seem to “go together,” so it didn’t have the feel of a natural progression.  Karas’ illustrations are simple pencil sketches relating to some aspect of each poem.  Initially, I thought this was a negative, but, in retrospect, the simplicity and lack of color allow the readers to create their own images.  That’s what poetry should do.

I LEFT MY BOOK IN HAWAII
By Kalli Dakos

I left my book in Hawaii,
On a beach in the sand somewhere,
I was supposed to practice my spelling,
But I just couldn’t concentrate there.

The oceans whispered, “Come surfing,”
The beaches beckoned, “Come play.”
I followed the sound of their voices,
And I threw my spelling away.

For a week I rode the free winds,
As I surfed a wide blue sea;
And the sound of the ocean breathing
Became a part of me.

I’m sorry, Ms. Jones, I forgot it,
On the beach in the sand somewhere,
How I wish that book was remembered,
And I’d been forgotten there.


Before reading this poem:
Ask children if they’ve ever had trouble concentrating on their homework and have a brief discussion about the kinds of things that can be distracting when trying to concentrate.
After giving each child a copy of the poem, read the poem to them, letting them feel the setting and emotions the child is feeling.
Follow-up:
Because the poem has four stanzas, divide the class into four groups and let them choral read the entire poem, with each group reading one stanza.  If the students seem to enjoy this, allow them to trade stanzas and read it again.