...lefs, than the given Number, take their Difference for a Divifor, and the Difference of their Products for a Dividend. But if unlike, that is, one too much, and the other too little, then take their Sum for a Divifor, and the Sum of their Products for a Dividend, the Quotient will be the Anfwer. EXAMPLES....

...less than the given Number, take their Difference for a Divisor, and the Difference* of their Products for a Dividend. But if unlike, that is, one too much, and the other too little, then take their Sum for a Divisor, and the Sum of their Products for a Dividend ; the Quotient will be the Answer....

...) than the given number, take their difference for a divisor, and the difference of their products for a dividend. But if unlike, that is, one. too much, and the other too little, then take their sum for a divisor, and the sum of their products for a dividend, the quotient will be the answer. EXAMPLES....

...their difference for a divisor and the difference of the products for a dividend. 4. If the errors be unlike, that is,- one too much and the other too little, then take their sum for a divisor and the sum of the products for a dividend ; the quotient in eithercase will be the...

...less than the given number, take their difference for a divisor, and the difference of their products for a dividend. But if unlike, that is, one too much and the other too little, take their sum for a divisor, and the sum of their products for a dividend, the quotient will be the...

...then the quotient arising by this division is the answer to the question. " 5. Bnt if the erronrs are unlike, that is one too much and the other too little, then add the products of the positions and erronrs together, and thcir sum shall be a dividend, then add...