Mrshape:


question 25.
What is the sum of the lines of symmetry of a circle and a trapezium

Mrshape:


question 25.
What is the sum of the lines of symmetry of a circle and a trapezium

Mrshape:


question 25.
What is the sum of the lines of symmetry of a circle and a trapezium

Mrshape:


question 25.
What is the sum of the lines of symmetry of a circle and a trapezium

smartblu:
There was no 6 in my soln.
Big radius was 0.5
Small radius was 0.1 *4= 0.4
Sum =0.5+.4= 0.9

Mrshape:

Lol.
I didn't ask for a question that is my slogan.
Answer 360

Mrshape:


Pick up a pen everyone this might require you to draw and think.


Give me a new shape let's solve the unknown

Mrshape:


Pick up a pen everyone this might require you to draw and think.


Give me a new shape let's solve the unknown

Mrshape:

Mrshape:




Question 24
find the gcf of 12 and 30

Mrshape:








Question 23
What is the area of an Annulus of radi 3cm and 2cm respectively
WITH SOLUTION PLEASE
A= pi(R^2- r^2)
A=3.142*9*4
A=113.112cm^2

Mrshape:


like solution?

If I need solutions I will specify with solution

Mrshape:





#20 to your wallet

Mrshape:




question 21

List all the subset of
{1,2,3}

{1},{2},{3},{2,3},{1,3},{1,2,3}

Mrshape:




question 21

List all the subet of
{1,2,3}
1,2,3,(1,2),(1,3),(2,3)

Mrshape:

OK sir I will think I will specify some questions that are prone to guess work as solution compulsory questions.

While others answer then solution if you can't provide solution then the mark will be awarded to the next.

As for the money aspect let us still be putting financial value as far as we can afford it for now.

If I can't afford it again someone can support or sponsor (money is a motivation to some while some it is the fun. Some it is both)

Mrshape:


I might no end the program it might continue till the end of this year by God's grace

Kareayo:
not now.. Until after the very end of the programme