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Objective - To translate English words and phrases into mathematical symbols and expressions. . _. +. minus. times. divide. plus. subtract. multiply. quotient. add. decreased by. product. increased by. diminished by. …of. sum. difference. twice ( 2). total. less. more than
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Objective - To translate English words and phrases into mathematical symbols and expressions. _ + minus times divide plus subtract multiply quotient add decreased by product increased by diminished by …of... sum difference twice ( 2) total less more than added to less than subtracted from
Tricky Ones! 5 plus x 5 + x 5 + x add 5 and x the sum of 5 and x 5 + x 5 increased by x 5 + x 5 more than x x + 5 5 added to x x + 5
Tricky Ones! 5 minus x 5 - x 5 - x 5 less x the difference of 5 and x 5 - x 5 decreased by x 5 - x 5 less than x x - 5 5 subtracted from x x - 5
Translate each phrase into a mathematical expression. 1) 5 subtract x 2) the product of 10 and y 3) 20 decreased by a number t 4) 6 added to the product of 11 and m 5) the quotient of y and 9 6) 8 less than 7 times k 5 - x 10y 20 - t 11m + 6 y 9 7k - 8
A special word in each column refers not to the operation itself but the outcome of the operation. _ + minus times divide plus subtract multiply quotient add decreased by product increased by diminished by …of... sum difference twice ( 2) total less more than added to less than subtracted from
Translate each phrase into a mathematical expression. 1) six less than twice a number x 2) five times the sum of y and 4 3) twice the difference of m and 3 4) the quotient of 7 and a number x less 2 5) the difference of 6 and k divided by 9 6) 4 times the sum of 12 and y 2x - 6 5(y + 4) 2(m - 3) 7 x - 2 (6 - k) 9 4(12 + y)
Match each phrase with its variable expression. d 1) Twice the sum of x and 3 e 2) Two less than the product of 3 and x b 3) Three times the difference of x and 2 a 4) Twice a number x less 3 c 5) Two more than 3 times a number x
Define a variable to represent the unknown and write the phrase as a variable expression. 1) 10 mph faster than the Honda Let x = the speed of the Honda x + 10 2) 7 inches shorter than Jill’s brother Let b = the height of Jill’s brother b - 7 3) 5 acres larger than twice the size of my lot Let k = the size of my lot 2k + 5 4) $7.50 times the number of people plus a $20 group registration Let y = the number of people $7.5y + $20