

and surely you can take it from there,
recall, that, since we changed the bounds, with the u(x),
you don't need to change the variable "u", and simply,
get the integral of it, simple enough, and apply those bounds
Answer : The measure of ∠WRS is 25°.
Step-by-step explanation :
As we know that vertically opposite angles are always equal.
In the given figure,
∠VRT = ∠WRS = (5x)° (Vertically opposite angles)
And we know that the sum of all angle in a straight line is equal to 180°.
So,
∠TSR + ∠WRS = 180°
Given: ∠TSR = (25x + 30)°
∠TSR + ∠WRS = 180°
(25x + 30)° + (5x)° = 180°
30x + 30° = 180°
30x = 180° - 30°
30x = 150°
x = 5°
∠WRS = (5x)° = (5 × 5)° = 25°
Therefore, the measure of ∠WRS is 25°.
Answer:
A = 7 1/9 m^2
Step-by-step explanation:
The area of a square is the side length squared.
A = s^2
A = (2 2/3) ^2
Change the mixed number to an improper fraction
2 2/3 = (3*2+2) /3 = 8/3
A = (8/3) ^2
= 64/9
Change this back to a mixed number
9 goes into 64 seven times (9*7 = 63 with 1 left over)
7 1/9 m^2
The area is 7 1/9
Answer :
(i) The size of angle x is 58⁰.
(ii) The size of angle y is 70⁰.
Step-by-step explanation :
From the given figure we conclude that:
∠EFB = ∠FGD = x⁰ (corresponding angles are equal)
∠FGD = ∠CGH (vertically opposite angles are equal)
x⁰ = 58⁰
∠FGD = ∠AFG = 58⁰ (alternate angles are equal)
Now we have to calculate the value of 'y'.
As we know that the sum of interior angle of a triangle is equal to 180⁰.
In ΔAGF,
∠GAF + ∠AFG + ∠FGA = 180⁰
52⁰ + 58⁰ + y = 180⁰
110⁰ + y = 180⁰
y = 180⁰ - 110⁰
y = 70⁰
Therefore, the value of size of angle x and angle y is 58⁰ and 70⁰ respectively.