Choosing basic math in class 10th will likely not affect your eligibility for most SSC exams, other state services exams, and UPSC as long as you meet the specific math requirement for the desired post.

Many SSC exams, like SSC CGL or CHSL, have a minimum educational qualification requirement that specifies a Bachelor's degree in any discipline. Math in 10th standard usually doesn't play a role in these exams.

Eligibility criteria for state services exams vary, but most focus on the educational qualification required for the specific post. Math from 10th might not be a factor.

UPSC Civil Services Exam (CSE) requires a Bachelor's degree. Math from 10th doesn't affect eligibility.

https://competition.careers360.com/exams/upsc-cse

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Dear aspirant  !!

Hope you are doing good !

SSC CHSL Eligibility Criteria OverviewCandidates who are applying for the SSC CHSL posts must satisfy the age standards. The minimum age of candidate must be 18 years and maximum age of candidate must be 27 years . However, there are some age relaxations given for candidates belonging to reserved classes.

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Hello aspirant,

According to the SSC CHSL age limit, candidates must be between the ages of 18 and 27 as of the Staff Selection Commission's designated cutoff date. The upper age restriction for applicants in the general category is 27 years old; however, candidates in the reserved category are granted an age relaxation.

So if you fall under this criteria, then you are eligible.

For more information you can visit our website by clicking on the link given below.

https://competition.careers360.com/articles/ssc-chsl-eligibility-criteria

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Hope this information helps you.

Correct Answer: presence of mammary gland, sweat glands and diaphragm

Solution : The Correct Answer is presence of mammary gland, sweat glands and diaphragm

Mammals are distinguished by their placenta, hairy skin, mammary glands, muscular diaphragms, and the ability to give birth to young. Aves have four chambers in their hearts and worm blood. The reptile class crocodiles also have a four-chambered heart. Because of their body hair, mammals can be recognized. Among all living things, mammals rank among the most intelligent. A wide range of animals, including cats, people, and whales, are considered mammals.

Correct Answer: Contribution of various sectors to the GDP

Solution : The correct option is the Contribution of various sectors to the GDP.

The structural composition of GDP is the amount that each economic sector contributes to the overall GDP. It describes how economic activity is divided up among the different economic sectors.

Correct Answer: National Bank for Agriculture and Rural Development

Solution : The correct answer is the National Bank for Agriculture and Rural Development.

Through their pilot project, e-Shakti, the National Bank for Agriculture and Rural Development (NABARD) pioneered the digitization of self-help groups (SHGs) in India. This initiative began with the goal of addressing specific challenges, such as the quality of SHG bookkeeping, and assisting banks in making informed lending choices about the groups.

Correct Answer: 55 and –20

Solution : Given:
l. 10 × 6 – 30 ÷ 4 + 20
II. 8 – 4 × 5 + 6 ÷ 2

Let's solve each equation after interchanging the numbers according to the instructions.
On interchanging the numbers 6 and 4 in the first equation, we get –
= 10 × 4 – 30 ÷ 6 + 20
= 10 × 4 – 5 + 20
= 40 – 5 + 20
= 55
On interchanging the numbers 6 and 4 in the second equation, we get –
= 8 – 6 × 5 + 4 ÷ 2
= 8 – 6 × 5 + 2
= 8 – 30 + 2
= –20

Therefore, after solving the given equations the required answer is 55 and –20. Hence, the third option is correct.

Correct Answer: 90°

Solution :
In $\triangle$PQR, PQ = PR
⇒ $\angle$Q = $\angle$R = b
PM is the angle bisector of $\angle$P.
$\angle$QPM = $\angle$RPM = a
Apply angle sum property in $\triangle$PQR,
⇒ $\angle$P + $\angle$Q + $\angle$R = 180°
⇒ $\angle$P + b + b = 180°
⇒ $\angle$P = 180° – 2b
$\angle$QPM = $\frac{180° – 2b}{2}$ = 90° – b
In $\triangle$PQM,
Let $\angle$PMQ = $\theta$
⇒ $\angle$QPM + $\angle$Q + $\angle$M = 180°
⇒ 90° – b + b + $\theta$ = 180°
⇒ $\theta$ = 90°
Hence, the correct answer is 90°.

Correct Answer: 68%

Solution : The number of students who passed
= 80% of 20 + 60% of 30
= $\frac{80 × 20}{100}$ + $\frac{60 × 30}{100}$
= 16 + 18
= 34
Now, the pass percentage of the entire class
= $\frac{\text{Number of students passed}}{\text{Total students}}$ × 100
= $\frac{34}{(20 + 30)}$ × 100
= 68%
Hence, the correct answer is 68%.