Write an expression for each statement. Use x to represent the unknown number.a A number is multiplied by 7 and then 2 is added.b A number is divided by 3 and then 6 is subtracted.c 10 less than three-quarters of a numberd The sum of 13 and a third of a numbere 28 less than the product of 15 and a numberf 5 less than half of a number

Translate each into an algebraic expression:_           1.    Nine less than a certain number__          2.    Thirteen decreased by a number n__           3.    14 more than the product of 9 and t_            4.    Five times the product of d and e_            5.    Thrice the sum of x,y and z__           6.    50 decreased by the product of c and d_             7.    Six times the number x, increased by 10_             8.    The product of 8 and n, increased by the product of q and r            9.     X increased by 10__          10.   7 more than b__          11. Thrice the sum of the number f and 8__          12.   Twice x divided by the difference of x and 1__          13.   6 less than d__         14.  The product of p and 5__         15.  Y decreased by 12

a c + 8 b 11 − x c x_5d 9_10 q e 3x − 5 f 10a_3 + 167 Write an expression for each statement using grouping symbols where appropriate.a Add 6 to x, then multiply the result by 3.b Subtract 10 from n, then divide the result by 7.c The product of f and g, all multiplied by 3_5.d 1 less than the square root of t.e The sum of b and 12, all divided by 15.f The square root of the sum of z and 9.g 7 less two-thirds of v.h Triple the sum of 33 and y.8 Write an expression to represent eac

Write an expression for each of the following and then expand it.a A number, x, has 3 added to it and the result is multiplied by 5.b A number, b, has 6 added to it and the result is doubled.c A number, z, has 4 subtracted from it and the result is multiplied by 3.d A number, y, is subtracted from 10 and the result is multiplied by 7

Translate this phrase into an algebraic expression.Two less than the product of 7 and a numberUse the variable n to represent the unknown number.

Find the number, when 15 is subtracted from 7 times the number, the result is 10 more than twice of the number.