Write picture composition in hindi in 100 to 120 words

Answer:

Word given = silence

Adjective form= silently

HINT=>

Most of the adjective contains 'ly' at last of the word.

Plz mark brainliest n follow

Answer:

"F12" key opens the "Save As" dialog box to save your current open excel workbook. You can also use "Alt + F2" for same output

Explanation:

answer

False

explanation

F12 key opens the "SAVE AS" dialog box to save your current open excel workbook .

Answer:

abdul did not gave me a pen

Explanation:

please mark brainlist

200-140=60

200-120=80

80-60=140

140-80=60

Ans is 60

20 Students who neither like tea nor coffee.

n(A)+n(B)-n(A∩B)=20

Step-by-step explanation:

Given:

140 like tea, 120 like coffee, and 80 like both tea and coffee.

To find:

students who neither like tea nor coffee

Solution:

This is a Venn diagram representation.

Total number of students=200

Tea liking students =140

Coffee liking students =120

Both tea and coffee liking students n(A∩B)=80

To represent in the Venn diagram we need only tea liking and only coffee liking students.

Only Tea liking students can be obtained from the subtraction of tea liking students with Both Tea and Coffee liking students.

Only Tea liking students n(A)=140-80

                                         n(A)=60

Only Coffee liking students can be obtained from the subtraction of Coffee liking students with Both Tea and Coffee liking students.

Only Coffee liking students n(B)=120-80

                                                n(B)=40

We need to find the students neither like tea nor coffee which means they didn't take either tea or coffee which is given by,

                   ⇒n(A)+n(B)-n(A∩B)

                   ⇒60+40-80

                    ⇒100-80

                    ⇒ 20                              

Hence,

Students who neither like tea nor coffee are 20.

n(A)+n(B)-n(A∩B)=20