English, asked by lesihe3944, 9 months ago

Write one sentence from each expression of Can, Could, Shall, Should
1) Can
a) Ability
b) Permission
c) Request
d) Power
e) Capacity

2) Could
a) Ability
b) Request
c) Possibility
d) Permission

3) Shall
a) Suggestion
b) Willingness

4) Should
a) Obligation
b) Advice
c) Suggestion
d) Duty

Answers

Answered by Anonymous

2

Answer:

answer is????m?????m

Previous Question

Next Question

Similar questions

Hindi, 4 months ago

कविता का शीर्षक उत्सव क्यों रखा गया है...

Sociology, 4 months ago

Yuvraj Singh announced his retirement from international cricket. GK ...

English, 4 months ago

Describe in your own words the 'game of dresses'. *(the hundred dresses) ...

Math, 9 months ago

yup me again pls answer ...

Math, 9 months ago

In a row of trees, one tree is sixth from either end of the row. How many trees are there in the row? * 1 point 12 9 6 11...

Math, 1 year ago

Let $A=\left\lgroup\begin{array}{ccc}1&-1&1\\2&1&-3\\1&1&1\end{array}\right\rgroup\ and\ B=\left\lgroup\begin{array}{ccc}4&2&2\\-5&0&\alpha\\1&-2&3\end{array}\right\rgroup$ . If B is the inverse of matrix A, then a is (a) 5 (b) –1 (c) 2 (d) –2...

Math, 1 year ago

Let A be a square matrix all of whose entries are integers. Then which one of the following is true?(a) If det A = ± 1, then A⁻¹ exists but all its entries are not necessarily integers(b) If det A ≠ ± 1, then A⁻¹ exists and all its entries are non integers(c) If det A = ± 1, then A⁻¹ exists but all its entries are integers(d) If det A = ± 1, then A⁻¹ need not exists...

Math, 1 year ago

Let A and B be real matrices of the form $\left[\begin{array}{cc}\alpha&0\\0&\beta\end{array}\right]\ and\ \left[\begin{array}{cc}0&\gamma\\\delta&0\end{array}\right]$ , respectively. Statement 1: AB – BA is always an invertible matrix. Statement 2: AB – BA is never an identity matrix. (a) Statement 1 is true, Statement 2 is false. (b) Statement 1 is false, Statement 2...