14. If MZSTU = (5x – 16)' and mSU = (12r – 50) , find MZSTU.

Q: please explaine how to get 42?

A:

Q: Evaluate 4-3

A: For a negative exponent, we will use reciprocal first.

Q: 25+2=

A: First we calculate 2^5.2^5= 2x2x2x2x2=32

Q: to olt -3

A:

Q: -Sune +1

A: This question is based on solution of Trigonometric equation.

Q: 10+7=?

A:

Q: -2

A: Given Integral, I=∫-22x3dxwe have to evaluate the given integral

Q: The number 6545 can be written as a product of a pair of positive two-digit numbers, what are these…

A: solution:-The given number =65456545=5×7×11×17the two numbers are two digit numberthenthe number…

Q: do 18

A: Given one-parameter family of equation isy2−2y=x2−x+cDifferentiating the above equation with respect…

Q: 42+_= 35+43

A: 42+_= 35+43 _ =? Let _ be x 42+x=35+43 x=?

Q: 15 =

A: Given integration: ∫0915xdx Apply the constant multiple rule ∫cf(x)dx=c∫f(x)dx ∫0915xdx=15∫09xdx…

Q: 125=252h+1

A: GIVEN: The equation125=252h+1 CALCULATION: We have to find the value of h. The given can be written…

Q: Save dre invX+3

A:

Q: Number 16

A:

Q: A= ュC= D=0 FIND AK

A: The given matrix is A=1201213 To find: Ak

Q: Find the last three digits of 240 + 341 + 442.

A: Find the last three digits of 2^40 + 3^41 +4^42.

Q: Describe the number zero

A: (zero) is a number, and the numerical digit used to represent that number in numerals. It fulfills…

Q: Evaluate   1 - ( 4 . 3 - 2 + 2 )

A: We have to evaluate: 1 - ( 4 . 3 - 2 + 2 )

Q: Simplify 3-8=

A: We have given to simplify  3-8=3-3-5 3-8=0-5 3-8=-5

Q: 10 6. + 1 4

A: Follow the BODMAS rule while performing the operations. The BODMAS rule tells to perform the…

Q: 6 - 8 =

A: 6-8= -2

Q: X- 3/ = 12

A:

Q: The last number is 18 not 1

A:

Q: Evaluate I = 1+ 3x5 dr

A:

Q: 1 plus 1

A: Here we need to determine the value of 1plus1.

Q: Number 284

A: Given revenue function: R(x)=-x2+8x

Q: 25=2x-3

A: solving for x 25=2x-3

Q: Evaluate -up-

A:

Q: 4-ఈటిపుంటి

A:

Q: 22x - 9.2x = 8

A:

Q: -2 01 l3 -5 12 -3

A: Given,          210-42-3-1-4-203-51

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.