disyllabic word from the given option A) count B) house C) economy D) bizarre​

Answer:

Please mark as brainliest

Answer- (a)Sunday-Monday

The answer to the given question will be 'a - Sunday-Monday'.

• The given question here, tells us that there was consecutive rain from the past two days.
• Therefore, we have to carefully observe through the available options and chalk off the days which are not in a sequence.

1. 'a - Sunday-Monday' will be correct because they are exactly aligned in a sequence.
2. 'b - Thursday-Saturday' will be incorrect as they are not aligned in a sequence.
3. 'c - Monday-Wednesday' will be incorrect as they are not aligned in a sequence.
4. 'd -Tuesday-Saturday​' will be incorrect as they are not aligned in a sequence.

• Thus, the correct option will be 'a - Sunday-Monday'.

Answer:

D) To write Gitanjain.

Explanation:

pls mark me as brainlist..

Answer:

According to the passage, Tagore was the first Nobel laureate who did not belong to Europe.

Explanation:

• Bengali poet, novelist, and painter Rabindranath Tagore is well remembered for becoming the first non-European to win the Nobel Prize for Literature for his book "Gitanjali."
• Bengali polymath Rabindranath Tagore FRAS was a poet, author, playwright, composer, philosopher, social reformer, and painter. In the late 19th and early 20th centuries, he used contextual modernism to transform Indian art, Bengali literature, and music.
• Rabindranath Tagore received the Nobel Prize for Literature in 1913 in recognition of his "very sensitive, new, and beautiful verse, through which, with great skill, he has made his poetic philosophy, articulated in his own English language, a part of the literature of the West.

Thus the correct option is B.

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Answer:

HOPE IT HELPS

Explanation:

(आज प्रातःकाल कार्यक्रम का उद्घाटन सम्पन्न हुआ।) प्रातः उत्थाय अध्ययन लाभं ददाति। (प्रातः उठकर पढ़ाई करना लाभदायक होता है।) सूर्यः प्रातःकालस्य वेला सर्वेषु जनेषु नव -जीवनं संचरति ।

Answer:

235 is not attending painting class

Concept:

To get the union of two sets A and B, use the union B formula. The union may be obtained by combining all of A and B's components into one set and deleting duplicates.

Given:

Total students = 750.

The number of students attending painting class = 430.

The number of students attending both painting and music classes = 195.

Find:

The number of students attending music class.

Solution:

Total students P(A∪B) = 750.

Painting class P(A) = 430.

The music class is P(B).

Paint and music class P(A∩B) = 195.

P(A∪B) = P(A) + P(B) - P(A∩B)

750 = 430 + P(B) - 195

P(B) = 750 - 430 +195

P(B) = 515.

Hence, the total students attending music class are 515.