Table Q3(a)

Q: S ds J V3s? + 1

A: To evaluate the given integral

Q: Find the Rank of B 2. 2 B= 24 2

A: According to question,Given matrix,B = 212243212

Q: 3K².4K•K³

A: Given: 3k2·4k·k23

Q: wwhat is 3+3

A: Given :   3+3

Q: 20の+ 7=130p+5

A:

Q: 2x(7)+7=

A:

Q: could you do a and b with different examples again

A:

Q: 3(n-2)=36

A: Simplification

Q: Find the value of a + b + c in the following diagram

A: Draw a schematic diagram of given figure

Q: S(9% + 33* + 2²) dx

A: Given

Q: (-2) · (15 + 9) + (5 – 9 + 8)

A: Given: -2·15+9÷5-9+8

Q: Q-4. Find the value of given combination 11 (H) + (5) 6 2

A:

Q: (d) 1 0, 元”V元”V元 4 an =

A:

Q: Ja:2-6-3

A: STEP 1;  TO FIND VALUE OF a see below;

Q: Find the rank of A = ( 1   -1   2   3)                                       2  6  -8   1…

A: Rank of Matrix : It is the Number of Non Zero rows in reduced row echelon form.

Q: d) -1 2(1 + 1)d

A: Ans:

Q: FIND S + 4 (s² – 8S + 6) -

A:

Q: P5: 4 – 9x²dx

A:

Q: 7(n-2)=28

A: Solving for n

Q: L(P-5)0

A: Explanation of the answer is as follows

Q: 4(p-4)-(p+7)=5(p-3)

A: Solved below

Q: Find A.

A:

Q: squareroot z+8=3

A:

Q: 2(a+3)= -12

A: Solution: Here 2(a+3) =-12

Q: Find 3V- 4W !L and

A:

Q: 2k-4k2

A: Given that

Q: -7a²b³c -4 3a³b*c3

A: We will solve the  question in the following step.

Q: If p = (7, 2), then find -2p.

A: If p=7, 2, then to find -2p.

Q: k-2=10

A: Given equation is k-2=10 We have to find the value of k. Add both sides 2 and further simplify it…

Q: Find the midpoint between (-6, 11) and (2, 8)

A: -6, 11 & 2, 8.

Q: -5+2(8-12)

A: Use PEMDAS rule to simplify.First we work with the parenthesis. In it 8-12=-4

Q: 6a b4 (e) 18a b?

A: To simplify the algebraic expression few points we should keep in mind: i) If two numbers are in…

Q: 1) (-2) + 3

A: Solving this we have

Q: Differentiate.

A: