The above is a statement of the milk received at a small creamery for one week. (a) to (j) Find the amount delivered by each patron. (k) to (q) Find the amount received at the creamery each day. (r) Find the sum of (k) to (q) inclusive. (s) Find the sum of (a) to (j) inclusive.

(t) Find the average amount received daily at the creamery.

REVIEW.

1. Common multiples of 15 and 10 are The least common multiple of 15 and 10 is

2. The prime factors of 75 are
(u) What are the prime factors of 2750?

3. 3, 3, and 7 are the prime factors of
is exactly divisible by 3; by
; by

(w)

27 cu. ft.)1296 cu. ft.

(v) Of 280 Sixty-three

-; and by

(x)
27)1296 cu. ft.

COMMON FRACTIONS.

1. Add and. The 1. c. m. of 15 and 10 is

(a) Find the sum of 534, 257, 225, and 3241.
2. From 8 subtract 57.
(b) Find the difference of 743 and 181%.

3. Multiply by 8. This means

(c) Find the product of 235

4. Multiply 1% by. This

= 30

multiplied by 8.

means

(d) Find the product of 724 multiplied by. Story.

5. Multiply 16 by . This means

(e) Find the product of 721 multiplied by 3.

6. Multiply 16 by 23. This means

(f) Find the product of 721 multiplied by 7%.

7. Multiply 18 by 21. This means.

(g) Find the product of 4321 multiplied by 41.

8. Divide 7 by . (Change 7 toths.)

.

(h) Find the quotient of 94 divided by . Story. 9. Divide

by (Change to -ths.)

(i) Find the quotient of 41 divided by Story.

10. Divide 6 by 21. (Change to ths.)

(j) Find the quotient of 743 divided by 31.

11. Divide 1 (11) by 3. This means

(k) Find the quotient of 75 divided by 3.

1. Divide .48 by .12. This means

(a) Find the quotient of 54.24 divided by .12. Story.

2. Divide 6 by .4. This means

(b) Find the quotient of 736 divided by .4. Story.

3. Divide 3 by .04. This means

(c) Find the quotient of 78 divided by .12. Story.

4. Divide 4.8 by .12. This means

(d) Find the quotient of 40.8 divided by .12. (e) Find the quotient of 43.2 divided by 1.2. (f) Find the quotient of 51.6 divided by .12. (g) Find the quotient of 75 divided by .12.

Story
Story.

Story

Story.

(h) Find the quotient of $98.40 divided by 8. Story. (i) Find the quotient of $436.80 divided by 12. Story.

(1) Tell the meaning of each of the following, (2) solve, and (3) tell a suggested number story.

(j) Divide $924 by $7.
(1) Divide $29.34 by $.06.
(n) Divide $55.3 by $.7.
(p) Multiply $265 by .3.
(r) Multiply $265 by .03.
(t) Multiply $265 by 4.23.

(k) Divide $924 by 7.
(m) Divide $29.34 by 6.
(0) Divide $55.3 by 7.
(q) Multiply $265 by 2.3.
(s) Multiply $265 by .23.

(u) At $.12 a dozen, how many dozen eggs can I buy for $63.84?

DENOMINATE NUMBERS.

(a) Copy, complete, and receipt the following Bill:

8. When hay is $8 a ton, 5000 lb. cost

dollars.

(b) Load of straw, gross weight, 3380 lb.; tare, 1580 lb.

Find the value at $5.50 a ton.

(c) Multiply 40 sq. rods by 24 and divide the product by 160 square rods. Story.

(d) Multiply 24 cubic feet by 8 and the product thus obtained by 6. Divide the last product by 128 cu. ft. Story.

2 in.

MEASUREMENTS.

3 in.

This diagram represents a piece of land.
It is drawn on a scale of inch to the rod.

1. The land represented by the above diagram is rods long. It is rods wide.

(a) Find the perimeter of the piece of land represented by the diagram. (b) Find its area in square rods. (c) Find its area in acres. (d) How much is the land worth at $40 an acre?

2. Draw carefully upon your slate or paper, on a scale of 18 in. to the rod, a diagram of a rectangular piece of land that is 30 rods by 36 rods.

(e) Find the perimeter of the land represented by the diagram you have drawn. (f) Find its area in square rods. (g) Find its area in acres. (h) How much is the land worth at $60 an acre? (i) How much will it cost to build a fence around it at 50¢ a rod? (j) Find its area in square yards.