KVS TGT Math Mock Test - 4 - KVS PGT/TGT/PRT MCQ

The given sentence is already in the passive voice: "You will be looked after well."

The sentence implies that someone (not specified in the sentence) will take care of you properly. Among the options provided:

Option C: "They will look after you well."
This option fits the context as it conveys a similar meaning in the active voice, indicating that someone ("they") will take care of you well. Therefore, the correct answer is indeed option C.

The original sentence is in the active voice ("Did the noise frighten you?").

The correct option that forms an appropriate question in the passive voice is:

B. Were you frightened by the noise?

सुधार करना 

मुहावरा - रास्ते पर लाना 

वाक्य - इस बिगड़े बच्चे को कोई कोई रास्ते पर ला दे तो एहसान मानूँगी।

'भाग्य' का विलोम शब्द 'दुर्भाग्य' होगा। 

भाग्य के पर्यायवाची शब्द 'किस्मत, होनी, विधि, नियति। 

'दुर्भाग्य' शब्द में विसर्ग संधि है 'दुः + भाग्य',जिसका अर्थ होता है बदकिस्मत। 

Chief Minister Prof Dr. Manik Saha inaugurated the 2nd State Level Shehri Samridhi Utsav in Agartala, organized by Tripura Urban Livelihood Mission. The event focuses on enhancing urban livelihood opportunities and empowering women in the region. Chief Minister Prof Dr. Manik Saha highlighted state government initiatives supporting women’s empowerment during the inauguration at Children’s Park, Agartala.

Old Trafford, located in Manchester, England, is famously known as "The Theatre of Dreams." It is the home ground of Manchester United, one of the most successful football clubs in the English Premier League.

SEBI proposed changes in the regulatory framework for Special Situation Funds to facilitate the acquisition of stressed loans. Special Situation Funds (SSFs) are sub-category of Alternative Investment Funds (AIFs).
Sebi suggested a definition of ‘special situation assets’, eligibility of investors in SSFs in terms of Insolvency law, among others. The proposals have been floated after consultations with the Reserve Bank of India (RBI), which is the principal regulator for the sale and purchase of stressed loans in India.

The process of socialization includes communicating with another person or a group of people. It involves actively listening to the other person and also effectively reverting the other person.

• Every culture has its own norms regarding socialization. 

Key Points

• Democratic principle, direct teaching, and identification are suitable techniques used by teachers for socializing a child. 
• These techniques allow students to communicate with teachers. 
• Teachers can directly teach and put up the questions 
• Identification of children and their needs can also result in effective socialization. 
• It strengthens the teacher-student bond and results in an effective teaching-learning process.

Thus, it can be concluded that all the above are correct. 

• Interdependent means the participants mutually depend on one another to get work done; the teacher's part is to teach as the students strive to learn. 
• Reciprocal influence refers to mutual effects exchanged and felt by the same people.
• Classroom group allows students to interact with each other. They build a strong impact on the confidence level of each individual.
• A wise teacher allows the class group to discuss about the academic issues where the pupil's choice leads to more desired goals.
• Classroom groups can solve the issues related to academics with each other.

Thus, it is concluded that A wise teacher will permit the classroom group to decide academic issues, where pupil choice of the means will lead to more effective attainment of desired ends.

Hint

•  The classroom groups cannot decide all classroom issues as they are not incharge of the class. It is the teacher's duty to solve the issues of the class.
• The classroom group is not allowed to solve all issues in which they alone are involved and in which all the decisions-right or wrong will not matter much but they need to address the academic issues.

Learning disability includes those skill deficits which are confined to scholastic performance in subjects like reading, writing, and arithmetic even though having average or above-average intelligence.

• Learning Disabilities are due to genetic and/or neurobiological factors that alter brain functioning in a manner that affects one or more cognitive processes related to learning.
• A learning disability is not a problem with intelligence or motivation.

Signs of Learning Disability:-

• Difficulty in recognizing words or letters
• Poor vocabulary skills
• Difficulty in writing letters 
• Anxiety around reading
• Difficulty with understanding or remembering what was read
• Difficulty in calculations

Some other common learning disabilities in children:-

• Autism is a developmental disorder of variable severity that is characterized by difficulty in social interaction and communication and by restricted or repetitive patterns of thought and behavior.
• Creative student refers to abilities to solve problems or tasks in a creative way by means of generating many original ideas.
• Mental impairment is a mental or psychological disorder.

Hence, from the above-mentioned points, it becomes clear that all the given indications are related to a student with a learning disability.

 Community mobilization refers to efforts to bring together individuals and groups in collaborative efforts or coalitions for common action aimed at community development.

Key Points

Community mobilization is important due to the following factors -

• To reach out to the weakest of the people who are deprived of basic facilities.
• To increase the effectiveness and efficiency of interventions.
• To raise awareness about diseases and combat the pandemic.
• Community mobilization is important because it can even move the hearts of governments.

Hence we conclude that community mobilization is important to reach out to the weakest and increase the effectiveness and efficiency of interventions.

Additional Information Ways to mobilize communities-

• Using participatory methods for community assessments.
• Holding community meetings to plan and review projects.
• Training and supporting peer educators.

Circumference of a circle = 2πr
= 2*22/7*28
= 2*22*4
= 176
now, perimeter of square = circumference of a circle = 176
Therefore, side of square = perimeter/4
= 176/4
= 44 answer.

Use tanθ formula in both the triangles ABC and ABD.

X² - 3x - m(m+3) = 0

=> x² + mx - (m+3)x- m(m+3) = 0

=> x(x+m) - (m+3)(x+m) = 0

=> (x+m) (x-m-3) = 0

x = - m and m+3

Roots are - m and m+3

Median=L + 
=40 + 
=40 + 6 = 46

Let the polynomial be f(x).

f(x) = x²− (sum of zeros)x +  product of zeros

= x²−2x–15

∵ Mode = 3 median - 2 mean
⇒ 12k = 3 median - 2 x 15k
⇒ 42k = 3 median
⇒ Median = 14k.

Solution:

Expanding the expression (9a + 10b)²

We can expand the given expression using the formula (a + b)2 = a² + 2ab + b²

Expansion:
(9a + 10b)² = (9a)² + 2(9a)(10b) + (10b)²
= 81a² + 180ab + 100b²

Therefore, the correct answer is B: 81a² + 180ab + 100b².

The expansion of (2a - 3b + 5c)² -: (2a)² + (- 3b)² + (5c)² + 2× 2a × (-3b) + 2× (-3b)× 5c + 2× 5c + 2a. = 4a² + 9b² + 25c² - 12ab - 30bc + 20ac

We have an AP : 
Here a= 
l=a+(n-1)d

The quadratic equation is of the form  x² - (sum of zeros) x + (product of zeros)
=x² - 5x - 14

Let the number of wickets taken by Srinath be x then the number of wickets taken by Kumble will be 2x−3

According to question, x (2x−3) = 20

⇒ 2x²−3x−20 = 0

⇒ 2x²−8x+5x−20 = 0

⇒ 2x(x−4)+5(x−4) = 0

⇒ (x−4)(2x+5) = 0

⇒ x−4 = 0and 2x+5 = 0

Therefore, number of wickets taken by Srinath is 4.
Then number of wickets taken by Kumble = 2 x 4 - 3 = 5