Answer:
a) (2x + 5y) - 4
b) 21xy + 9z
c) 154x²y
d) (3z + 7s) ÷ 5a
f) 3w ÷ (3x + 7y)
Explanation:
Algebraic expressions:
a) Sum of 2x and 5y : 2x + 5y
Subtract 4 from (2x + 5y) : (2x + 5y) - 4
Ans: (2x + 5y) - 4
b) Product of 3x and 7y: 3x * 7y = 3*7 * x*y = 21xy
Add 9z to 21xy: 21xy + 9z
Ans: 21xy + 9z
c) Product of 7x and 11y: 7x * 11y = 7*11*x*y = 77xy
Multiply (77xy) by 2x: 77xy *2x = 154x²y
Ans: 154x²y
d) Sum of 3z and 7s: 3z + 7s
Divide (3z + 7s) by 5a: (3z + 7s)÷ 5a
Ans: (3z + 7s) ÷ 5a
f) Sum of 3x and 7y: 3x + 7y
Thrice the value of w: 3*w = 3w
3w divided by (3x + 7y) : 3w ÷ (3x + 7y)
Ans: 3w ÷ (3x + 7y)