...SIMPLE NUMBERS. 14. Hence, for the addition of simple numbers, we have the following RULE. I. Write down the numbers to be added, so that units of the same order shall fall directly under each other, and draw a Tine beneath, them. II. Beginning at the foot of the units'...

...637 11 1531 14. Hence, for the addition of simple numbers, we have the following RULE. I. Write down the numbers to be added, so that units of the same order shall fall directly under each other, and draw a line beneath them. II. Beginning at the foot of the units'...

...with the column of cwt., the whole amounting to 8 cwt. RULE FOR THE ADDITION OF COMPOUND NUMBERS. 1st. Write the numbers to be added so that units of the same order may stand directly under each other. 2d. Begin with the lowest order, add the numbers together and...

...in subtraction, we deduce the following general RULE. — Place the less number under the greater, so that units of the same order shall stand in the same column. Commencing at the right hand, subtract each figure of the subtrahend from the figure above it. If any...

...addition of 1 to the subtrahend is called carrying 1. RULE. — Place the less number under the greater, so that units of the same order shall stand in the same column. Commencing at the right hand, subtract each figure of the subtrahend from the figure above it. If any...

...in subtraction, we deduce the following general RULE. — Place the less number under the greater, so that units of the same order shall stand in the same column. Commencing at the right hand, subtract each figure of the subtrahend from the figure aboce it. If any...

...addition of 1 to the subtrahend is called carrying 1. RULE. — Place the less number under the greater, so that units of the same order shall stand in the same column. Commencing at the right hand, subtract each figure of the subtrahend from the figure above it. If any...

...addition of 1 to the subtrahend is called carrying 1. RULE. — Place the less number under the greater, so that units of the same order shall stand in the same column. Commencing at the right hand, subtract each figure of the subtrahend from the Jigure abore. it. If...

...in subtraction, we deduce the following general RULE. —(Place the less number under the greater, so that units of the same order shall stand in the same column. Commencing at the right hand, subtract each figure of the subtrahend from the figure above it. (if...

...divide the sum of each column by the scale, and add the quotient to the next column: Hence, Rule. I. Write the numbers to be added, so that units of the same name shall stand in the same column : II. Beginning with the lowest denomination, add as in simple...