chachinikkole1010 chachinikkole1010
  • 24-03-2020
  • Mathematics
contestada

Solve ABC with A = 51°, B = 44º and c = 11 inches.

Respuesta :

novahm
novahm novahm
  • 24-03-2020

Answer:

Answer below

Step-by-step explanation:

first we can find degrees of C

C = 180 - 51 - 44

= 85 degrees

then we can use sine law again to solve for each side separately

[tex]\frac{11}{sin85} = \frac{A}{sin51} \\[/tex]

A = 8.58 inches

[tex]\frac{11}{sin85} = \frac{B}{sin44} \\[/tex]

B=7.67 inches

Same as before.

Answer Link

Otras preguntas

Between 1500 and 1750, which commercial products were produced on Latin American plantations using enslaved laborers? (1) corn and squash (3) sugar and tobacco
Which leader started the Protestant Reformation by speaking out against papal abuses and the sale of indulgences in the Ninety-five Theses? (1) John Calvin (3)
The Nuremberg Laws identified a Jew as someone who
5/8 minus 5/8 what's the answer
Which of the following is one of the five causes of a business cycle? a. decrease in consumer demand c. recession b. external shocks d. none of the above
what is the main idea in a baby's quilt to sew up the generation
If x+2y=1, and 2x +y=5, then x+y=
Which unit can be used to express the concentration of a solution? (1) L/s (3) ppm (2) J/g (4) kPa
Which value of m will create a system of parallel lines with no solution? y = mx – 6 8x – 4y = 12 m =
Who invented the telephone?