What rule tells the student that in a word with one vowel ending in f, l, s, or z must be double those letters.
The FLOSS rule
What System 44 book shows us "The Longest House Cat"?
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
63 x 2
126
There are 4 doctors working in a clinic. Each doctor has 2 nurses assisting them. There are two receptionists, Jay and Molly, working at the reception.
How many people are working in the clinic?
4 + 2 x 4 + 2 = 14
There are 14 people working in the clinic.
Spell /k/ with a c whenever you can. When you can’t spell /k/ with a c because a watch out vowel is the next letter, spell it with a k. (Watch out vowels are e, i, y.)
KISS THE CAT RULE
Which System 44 book warns us not to pet the honeybadger?
Cute but Vicious
24 x 34
72
There are 4 doctors working in a clinic. Each doctor has 2 nurses assisting them. There are two receptionists, Jay and Molly, working at the reception.
On Monday, 23 patients made appointments with each doctor. However, 6 of the patients did not show up. How many patients visited the clinic on Monday?
23 x 4 – 6 = 86
86 patients visited the clinic on Monday.
Two or more consonants, each making its own sound: sl, br, sp, spr, spl...
Can be at the beginning, end, or beginning and end of a word.
Blends
Which System 44 book tells you about the World's Fastest Couch?
12 divided by 2
6
There are 4 doctors working in a clinic. Each doctor has 2 nurses assisting them. There are two receptionists, Jay and Molly, working at the reception.
On Tuesday, Jay answered 45 phone calls and Molly answered 12 more calls than Jay did. How many calls were answered in total?
45 + 45 + 12 = 102
They answered 102 calls in total.
How many grams are there in a kilogram?
1,000
two consonants making just one sound: sh, wh, ch, th, ck
A digraph
Which System 44 book takes a look at predators?
Hunt and Kill
932 divided by 4
233
There are 4 doctors working in a clinic. Each doctor has 2 nurses assisting them. There are two receptionists, Jay and Molly, working at the reception.
On Wednesday, a doctor called in sick. The two nurses and Jay called 36 patients to reschedule their appointments. How many calls did they each make?
36÷3=12
They each made 12 calls.
Who gave the speech "I've been to the mountaintop"?
Dr. Martin Luther King
Contractions replace letter with an _______ to shorten a phrase.
Apostrophe
Finish this book title:
I Do Not Eat ____
Worms
(and other poems)
1,548 x 6
What is 9,288
There are 4 doctors working in a clinic. Each doctor has 2 nurses assisting them. There are two receptionists, Jay and Molly, working at the reception.
Among the calls they made, 13 of the patients decided to cancel their appointments and the rest decided to postpone their appointments. How many appointments were postponed?
36 – 13 = 23
23 appointments were postponed.