lailandiaye lailandiaye

12-06-2020
English

contestada

Which of these sentences contains only one clause?
a) Sam attended the Manchester Christmas market.
b) Claire ate the cake but didn’t like it.
c) Samya served the dinner and did it very well.
d) Ryan played mandolin but wasn’t an expert.

Respuesta :

hyuiljung hyuiljung

12-06-2020

Answer:

a) Sam attended the Manchester Christmas market.

Explanation:

All the other sentences include another part:

...but didn't like it.

...and did it very well.

…but wasn't an expert.

Answer Link

Otras preguntas

A man wants to deposit $5000 into a bank account. The bank gives him two options: Option 1: 4% interest compounded annually Option 2: 4% interest compounded mon

suppose you have a golden rectangle cut out of a piece of paper. now suppose you fold it in half along its base and then in half along its width. you have just

At what temperature in °C does 0.750 mol of an ideal gas occupy a volume of 35.9 L at a pressure of 1.13 atm (R = 0.0821atm*L/mol*K)

suppose you have a golden rectangle cut out of a piece of paper. now suppose you fold it in half along its base and then in half along its width. you have just

33/100 Lydia thinks of a decimal number. It is larger than but smaller than 46%. The number only has one decimal place. What number is she thinking of?

33/100 Lydia thinks of a decimal number. It is larger than but smaller than 46%. The number only has one decimal place. What number is she thinking of?

Determine whether the quadratic function shown below has a minimum or maximum, then determine the minimum or maximum value of the function. f(x)=-3(x-5)(x-3)

At what temperature in °C does 0.750 mol of an ideal gas occupy a volume of 35.9 L at a pressure of 1.13 atm (R = 0.0821atm*L/mol*K)

Which of the following functions is a solution to the differential equation: -6y' + 18x2 = 0 a) Oy= -18c-2 b) y=z? - 6 c) y=x+4 d -6 x² + x e) = (x - 4)

Determine whether the quadratic function shown below has a minimum or maximum, then determine the minimum or maximum value of the function. f(x)=-3(x-5)(x-3)