Solve the equation for a: r=a+k/b a= ?

Answers

Answer 1
Answer: r = a + k/b

a = r - k/b

a = 1/b (r.b - k)

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Solving exponential equations
Solve for x: 3^x+1 +3^x =324

Answers

3^(x+1)+3^x=324\n\n3\cdot3^x+3^x=324\n\n3^x\cdot(3+1)=324\n\n4\cdot3^x=324\ \ \ /:4\n\n3^x=81\n\n3^x=3^4\iff x=4
3^(x+1) + 3^x = 324 <=> (3^x)*3 + 3^x = 324 <=> (3^x)( 3 + 1) = 324 <=> (3^x)*4 = 324 <=> 3^x = 81 <=> 3^x = 3^4 <=> x = 4.

The area of a rectangular hall is 153 sq. m. Its width is 9m. Find its length​

Answers

Answer:       L = 17 m

Step-by-step explanation:

Our task is to find the length of the rectangular hall.

We know that:

  • The area of the hall is 153 m².
  • The width is 9 cm.

We need to find:

  • The length of the hall

Applying the formula,

  • \bf{A=LW}, where L = length, w = width

Substitute all the values:

  • \bf{153=L*9}
  • \bf{153=9L}
  • \bf{17=L}

Therefore, L = 17.

Answer:17

Step-by-step explanation: h = 153/9

={125},={#125}andQ={#125},
finda. ∪ b. ∩ c. d.

Answers

Answer:

h3llo

Step-by-step explanation:

hey the answer is in your heart

As a member of a music club, you can order CDs for $14.99 each. The music club also charges $4.99 for each shipment. The expression 14.99n + 4.99 represents the cost of n CDs. Find the total cost for ordering 3 CDs.

Answers

howdy!

using the expression 14.99(n) + 4.99, the total of 3 CDs would cost $49.96.
in the expression 14.99n +499... replace the N with 3... 14.99(3)+ 4.99= 49.96

4/9 of the 270 members of a hunting club are females. How many male members are there ?

Answers

Males = 270 x 5/9 = 1350/9 = 150 males

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A map of a new dog park shows that it is triangular and that the sides measure 18.5m, 36.9m, and 16.9m. Are the dimensions correct?

Answers

In order to check whether the length of the sides are applicable to form a triangle is that we have to make sure that the sum of the length of two side should be greater than the third side.

18.5 m, 36.9 m, and 16.9 m
18.5 m < 
36.9 m +16.9 m
36.9 m < 18.5 m +16.9 m
16.9 m < 18.5 m + 36.9 m

So the dimensions are correct!