Question

SOLVE THIS IF YOU CAN ...

If possible, you may show the method.
It's easy

( Hint : It's an equation )
Just follow the attachment..

Answer 1

Hello,

[This is my 2nd time to help ya ^_^]

Here's the answer :-

Sum of 3 red flowers = 60

=> Sum of one red flower = 60/3 = 20
_______________________________
Sum of red flower + 2 purple flowers = 30

=> 20 + sum of two purple flowers = 30

=> Sum of two purple flowers = 30-20 = 10

=> Sum of one purple flower = 10/2 = 5
_______________________________

Sum of purple flower - 2 sunflower = 3

=> 5 -sum of two sunflower = 3

=> Sum of two sunflower = 5-3 = 2

=> Sum of 1 sunflower = 1
_______________________________

Following BODMAS,

1 + 20 x 5 = 1 + 100 = 101

_______________________________

GIVEN ANSWER = 101

hope it helped :-)

#Supersonu

#Brainly Benefactor

Answer 2

hi friend

here is your answer

In 1st case there are 3 roses

let , each rose to be R

then ATQ.

R + R + R = 60

3R = 60

R = 60/3

R= 20


in 2nd case there are 2 flowers with violet and yellow colour in them + 1rose

let , each violet and flower be V

Then , ATQ

R + V + V = 30

as above ,

we already know that one R = 20

now substitute here

20 + 2V = 30

2V = 30-20

2V = 10

V = 10/2

V = 5


now last equations

there are 2 sunflowers and one violet flower

let each sunflower toz be S

=> V - 2S = 3

as we got in above equation V = 5

now , here,

5 - 2S = 3

2S = 5-3

2S = 2

S = 1


now coming to the main question

they asked us to find the value of

S + R × V = ???

we got all the values above

so now substitute them

1 + 20 × 5

according to BODMAS

1 + 100

101




SO FINALLY THE ANSWER IS 101

S + R × V = 101


HAVE A NICE DAY
HOPE IT HELPS U